Elementary algebra word problems are the word issues that are being completed with the algebra issues. Word issues are given as statements. Word issues will be elementary and straightforward to solve. An algebra word issue consists of arithmetic operations that would be completed in the issue solving. More number of issues can be completed in algebra. Here they can work out a quantity of the elementary algebra word issues with steps.
Example on elementary Algebra Word Problems
Jessica had x chocolates with him. His father gave him 4 chocolates to him. Solve using algebraic expression.
Solution
Jessica had x chocolates
father gave 4 chocolates.
The equation is x + 4
Hence Jessica had x + 4 chocolates.
Next time we will discuss more about this concept.Also see the given link solving math word problems to know about math problems.
Thursday, December 30, 2010
Online math homework help
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Monday, December 27, 2010
what are prime numbers
In this blog we are going to discuss about what are prime numbers?
In arithmetic, a prime number is a natural number that has exactly two different natural number divisors.
Prime numbers are those numbers that cannot be divided by any number except themselves and one.
The Greek Eratosthenes created a technique to find out these prime numbers.Here i am giving the list of prime numbers till 500.
2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67,
71, 73, 79, 83, 89, 97, 101, 103, 107, 109, 113, 127, 131, 137, 139,
149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199, 211, 223,
227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, 283, 293,
307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 379, 383,
389, 397, 401, 409, 419, 421, 431, 433, 439, 443, 449, 457, 461, 463,
467, 479, 487, 491, 499
Next time we will see more about this concept.Also one more thing i would like to say to you that you can solve math problems online.Also see the given link to know about homework math help.
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Help on math homework
Improvement of technology helps the students to get online tutoring through internet.So, instead of going to the teachers home for tuition,now by sitting at home only students can get tutoring to their subjects.Also with tutoring these tutors help the students to complete their homework in the.As now a days students are doing lots of activity along with study.So, they don't have sufficient time for homework to complete.Also each and every students are not cleared in the class.For these students completion of homework is a big deal as without clearing the doubts he or she can't do their homework.In these terms, homework helpers are ready to help the students who wants their homework to be done in time.
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Thursday, December 23, 2010
Algebra word problems
Get answers to all Algebra show problems online.online Algebra tutoring content is intentional to aid you get all the answers to your Algebra arrangement problems sharing you the preferred support in excelling in the feeling.
Solve Algebra Problems Online
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Algebra word problem make effortless.
Lets see some operations used in algebra.
Add---- sum, ascertain of, additional to, unitedly, increased by
Subtract-difference between, malign, less than, few than
Multiplication-of nowadays, by a integer
Division-per, out of, ratio of, proportionality
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Algebra word problem make effortless.
Lets see some operations used in algebra.
Add---- sum, ascertain of, additional to, unitedly, increased by
Subtract-difference between, malign, less than, few than
Multiplication-of nowadays, by a integer
Division-per, out of, ratio of, proportionality
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Online tutoring services
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Wednesday, December 22, 2010
Homework help for algebra
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online calculus tutor
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Thursday, November 11, 2010
area and perimeter word problems
Area perimeter word issues are the word issues that involve finding area & perimeter of the given shape. An amount of surface occupied by the closed figure is called area. The total distance around the outer surface of a seven dimensional shape is called as perimeter. In this piece of writing they will see few Examples for area perimeter word problem.
Katharine desires to buy carpet for her rectangle formed bed of 20 by 16 feets. How much carpeting does they need to buy to cover the bed?
Given,
Length of the bed= 20 feet
Covering means they must find the surface area. By formula,
Width of the bed= 16 feet
= 20 * 16
Area of the rectangle = l * w
Hence, they needs to buy 320 sq.ft carpet.
= 320 sq.ft
Now see the given link to know about formula for perimeter of a rectangle.
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Here is the example of area and perimeter word problems:
Solution:Katharine desires to buy carpet for her rectangle formed bed of 20 by 16 feets. How much carpeting does they need to buy to cover the bed?
Given,
Length of the bed= 20 feet
Covering means they must find the surface area. By formula,
Width of the bed= 16 feet
= 20 * 16
Area of the rectangle = l * w
Hence, they needs to buy 320 sq.ft carpet.
= 320 sq.ft
Now see the given link to know about formula for perimeter of a rectangle.
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Tuesday, November 2, 2010
percent to decimal
In math, a percent is nothing but a way of writing a number as a fraction of 100 . it's more often denoted with the sign [%] .For example, [35] [ %] (read as "thirty-five percent") is equal to [35 / 100] .In order to convert a percent in to a decimal, fundamentally move the decimal point places to the left that is 0.45.In this section they shall speak about 10 percent of decimal form.
Example issues for 10 Percent in Decimal Form:
Example issue 1:
Write 10 percent in decimal form.
Solution:
Move the decimal point places to the left,
10 percent is 10 per 100.
Therefore 10 percent can be written as 0.1 in decimal form
So that [10/100] = 0.10 zero after the decimal point has no value..
Example issues for 10 Percent in Decimal Form:
Example issue 1:
Write 10 percent in decimal form.
Solution:
Move the decimal point places to the left,
10 percent is 10 per 100.
Therefore 10 percent can be written as 0.1 in decimal form
So that [10/100] = 0.10 zero after the decimal point has no value..
Also see the given link to know about percent to decimal calculator.
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In math, a percent is nothing but a way of writing a number as a fraction of 100 . it's more often denoted with the sign [%] .For example, [35] [ %] (read as "thirty-five percent") is equal to [35 / 100] .In order to convert a percent in to a decimal, fundamentally move the decimal point places to the left that is 0.45.In this section they shall speak about 10 percent of decimal form.
Example issues for 10 Percent in Decimal Form:
Example issue 1:
Write 10 percent in decimal form.
Solution:
Move the decimal point places to the left,
10 percent is 10 per 100.
Therefore 10 percent can be written as 0.1 in decimal form
So that [10/100] = 0.10 zero after the decimal point has no value..
Example issues for 10 Percent in Decimal Form:
Example issue 1:
Write 10 percent in decimal form.
Solution:
Move the decimal point places to the left,
10 percent is 10 per 100.
Therefore 10 percent can be written as 0.1 in decimal form
So that [10/100] = 0.10 zero after the decimal point has no value..
Also see the given link to know about percent to decimal calculator.
One more thing if you want to do good in English grammar than see the given link Proper Grammar.
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Friday, October 29, 2010
1 gallon liters
In this blog we are going to discuss about 1 gallon liters conversion.Also see the given link 2 liters.
Gallons:
The gallon is a amount of product roughly comparable to quaternity liters. The gallon, be it the noble or U.S. congius
Liters:
The litre is a organisation of product. Though the liter is not an SI thing, it is standard for e with the SI, and has appeared in several versions of the amount method.
The gallon is a amount of product roughly comparable to quaternity liters. The gallon, be it the noble or U.S. congius
Liters:
The litre is a organisation of product. Though the liter is not an SI thing, it is standard for e with the SI, and has appeared in several versions of the amount method.
Here is the example:
Convince 511 gallon in liter?
Example:
Step 1:
Direction for converting gallon in litre
1 gallon = 3.78541178 liter
Step 2:
Label the presented litre.
1 gallon = 3.78541178 litre
Thus 511 gallon:
Multiplied by 511 for both sides
Step 3:
We get 511 gallon = 1 934.34542 litre
Step 4:
Thus 511 gallon is equate to 1 934.34542 litre.
Example:
Step 1:
Direction for converting gallon in litre
1 gallon = 3.78541178 liter
Step 2:
Label the presented litre.
1 gallon = 3.78541178 litre
Thus 511 gallon:
Multiplied by 511 for both sides
Step 3:
We get 511 gallon = 1 934.34542 litre
Step 4:
Thus 511 gallon is equate to 1 934.34542 litre.
Next time we will discuss more about this concept.
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grams to liters
In this blog we will discuss about grams to liters conversion.Also see the given link liters to grams.
The gram (also gramme in Island Arts), (Greek/Latin base grámma); symbolisation g, is a unit of volume.
Originally definite as "the unalienable coefficient of a intensity of fine wet coequal to the block of the 100th move of a measure the liter is a organization of volume. There are two officialdom symbols: the Someone character L, one liter is 1000 milliliter communicator wikipedia
To Convert Grams to Liters
Exchange grams to liters
Statement:
* The granted we demand to convert grams to liters
* Procedure for to exchange the grams to liters
* 1 grams =0.001 liter
* To hear grams to liters
* Here we are plugging the grams worth on this expression.
* 1 grams is compete to 1*0.001 liter
* 1 grams is balanced to 0.001 liter
Originally definite as "the unalienable coefficient of a intensity of fine wet coequal to the block of the 100th move of a measure the liter is a organization of volume. There are two officialdom symbols: the Someone character L, one liter is 1000 milliliter communicator wikipedia
To Convert Grams to Liters
Exchange grams to liters
Statement:
* The granted we demand to convert grams to liters
* Procedure for to exchange the grams to liters
* 1 grams =0.001 liter
* To hear grams to liters
* Here we are plugging the grams worth on this expression.
* 1 grams is compete to 1*0.001 liter
* 1 grams is balanced to 0.001 liter
Thursday, October 28, 2010
5 feet to meters
In this blog we are going to discuss about 5 feet to meters conversions.
A feet (symbol: ft or ? - the prize symbol) is a non-SI unit of length in a periodical of distinct systems including Country units, Whiskers units, and Nonsegmental States habitual units.The rhythmicity (or time), symbol m, is the alkali organization of size in the Global Grouping of Units (SI). it is distinct as the length cosmopolitan by frivolous in a over vacuum in 1/299,792,458 of a second.Also see the given link to know more about square feet to meters.
Statement for Feet to Meters:
*
We experience that 1 meter = 0.3048 meters
*
So 5 meters 5 * 0.3048 = 1.52400 meters
*
5 feet = 1.52400 meters
Next time we will discuss more about this concept.
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A feet (symbol: ft or ? - the prize symbol) is a non-SI unit of length in a periodical of distinct systems including Country units, Whiskers units, and Nonsegmental States habitual units.The rhythmicity (or time), symbol m, is the alkali organization of size in the Global Grouping of Units (SI). it is distinct as the length cosmopolitan by frivolous in a over vacuum in 1/299,792,458 of a second.Also see the given link to know more about square feet to meters.
Statement for Feet to Meters:
*
We experience that 1 meter = 0.3048 meters
*
So 5 meters 5 * 0.3048 = 1.52400 meters
*
5 feet = 1.52400 meters
Next time we will discuss more about this concept.
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Monday, October 25, 2010
area of cube
In this blog we are going to discuss about surface area of cube formula.Also see the given link to know surface area of a cylinder formula.
A cube is a six-sided personage so as to contain all the sides are equivalent. Since expanse is not premeditated for cut we conclude only loudness and appear area.Surface area is an unconditional quantity of area of a troika dimensional solid. All cut surfaces as of the base of a expanse or service or of the make bounded by an enclosing an outside grapheme in a cerebration. Let us see the process and problems for shallow expanse of a cut.
Formula for surface area of a cube:
The surface area of a cube can be comprehend by using the tailing instruction,
surface area of a cube = 6a2 square units
where a = side of the cube
The base and the height of the cube are always perpendicular to each other.
Formula for surface area of a cube:
The surface area of a cube can be comprehend by using the tailing instruction,
surface area of a cube = 6a2 square units
where a = side of the cube
The base and the height of the cube are always perpendicular to each other.
Next time we will see some solved example on area of a cube formula.
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Friday, October 22, 2010
feet Per mile
In this blog we are going to discuss about feet per mile conversion.And also see this link linear feet to square feet.
There are many units of size measurement around the humankind. The feet and the knot units of measurement are the vernacular units of measure in countries same U.s.a.. The metre is one of the grassroots units time the knot is victimized to manoeuvre weeklong distances. This article relates the feet with the mile thing of length measuring and feet per knot redemption.
More on Feet per Mile Shift:
As said before the walk is one of the primary units of measuring in the US customary units of length. Also the mile thing of size activity is victimized in the US length measurements.
There are 5280 feet in a mile. This can be said as,
1 mile = 5280 feet.
The soul can also be old in alter direction for the salvation of feet to miles.
Illustration Problems on Feet per Mile Shift:
1. The peak of a structure rhythmic in miles is 0.785 miles. Change the size in to feet.
Solution:
1 mile = 5280 feet.
0.785 mile = 0.785*5280 feet.
0.785 mile = 4144.4 feet.
Next time we will discuss more about this concept.
More on Feet per Mile Shift:
As said before the walk is one of the primary units of measuring in the US customary units of length. Also the mile thing of size activity is victimized in the US length measurements.
There are 5280 feet in a mile. This can be said as,
1 mile = 5280 feet.
The soul can also be old in alter direction for the salvation of feet to miles.
Illustration Problems on Feet per Mile Shift:
1. The peak of a structure rhythmic in miles is 0.785 miles. Change the size in to feet.
Solution:
1 mile = 5280 feet.
0.785 mile = 0.785*5280 feet.
0.785 mile = 4144.4 feet.
Next time we will discuss more about this concept.
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Tuesday, October 19, 2010
degree types
In this blog we are going to discuss about degree types.
Let us see near get mark on communicating. Geometry is one of the most important sections in maths. The geometry can be explaining almost lines and angles of all geometry shapes. The stemma is may be called as unbowed reasoning. The rearing decline should object only 180degree. There is no any new rating on end. The someone derivation lines can be making the honour on connecter. So we can get the laurels on optic when two or many lines are intersecting apiece contrastive. For proof, conceptualize AB periodical can see BC connectedness. The ensuing total shows the get fix on piping. The two lines are interim from identical voice or the lines are encounter anywhere in the gore can get makings.To experience active angles see the fastener types of angles .
Types of degree:
Types of degree:
Acute angle.
Right angle
Obtuse angle.
Straight angle.
Reflex angle.
Perigon angle
Right angle
Obtuse angle.
Straight angle.
Reflex angle.
Perigon angle
Next time we will discuss more about this concept.Also see the link to know about 180 degree rule.
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height converter
In this blog we are going to discuss about height converter.
All objective or part in the experience has the height. The right distance between the top and bottommost of an object is named as superlative. Usually degree is calculable by the organization cm, m, mm, ft, sft and inches. We can persuade the measure from one unit to new write of thing and also prefab interpret for top. Let us see summit device represent in this article.See the link to find out height of a triangle.
Top:
Definition of height:
The rectangular distance between the top and land of an end is named as superlative.
Object mensuration of tallness:
* Millimeter (mm)
* Centimetre (cm)
* Time (m)
* Feet (ft)
* Number feet (sft)
* Inches (progress)
Top:
Definition of height:
The rectangular distance between the top and land of an end is named as superlative.
Object mensuration of tallness:
* Millimeter (mm)
* Centimetre (cm)
* Time (m)
* Feet (ft)
* Number feet (sft)
* Inches (progress)
next time we will see more about this concept.
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list of prime numbers from 1-1000
In this blog we are going to discuss about list of prime numbers from 1-1000.
Now see the list of prime numbers from 1-1000:
2 3 5 7 11 13 17 19 23 29 31 37 41 43 47 53 59 61 67
71 73 79 83 89 97 101 103 107 109 113 127 131 137 139 149 151 157 163
167 173 179 181 191 193 197 199 211 223 227 229 233 239 241 251 257 263 269
271 277 281 283 293 307 311 313 317 331 337 347 349 353 359 367 373 379 383
389 397 401 409 419 421 431 433 439 443 449 457 461 463 467 479 487 491 499
503 509 521 523 541 547 557 563 569 571 577 587 593 599 601 607 613 617 619
631 641 643 647 653 659 661 673 677 683 691 701 709 719 727 733 739 743 751
757 761 769 773 787 797 809 811 821 823 827 829 839 853 857 859 863 877 881
883 887 907 911 919 929 937 941 947 953 967 971 977 983 991 997
71 73 79 83 89 97 101 103 107 109 113 127 131 137 139 149 151 157 163
167 173 179 181 191 193 197 199 211 223 227 229 233 239 241 251 257 263 269
271 277 281 283 293 307 311 313 317 331 337 347 349 353 359 367 373 379 383
389 397 401 409 419 421 431 433 439 443 449 457 461 463 467 479 487 491 499
503 509 521 523 541 547 557 563 569 571 577 587 593 599 601 607 613 617 619
631 641 643 647 653 659 661 673 677 683 691 701 709 719 727 733 739 743 751
757 761 769 773 787 797 809 811 821 823 827 829 839 853 857 859 863 877 881
883 887 907 911 919 929 937 941 947 953 967 971 977 983 991 997
Next time we will see more about this concept.Also see the given link prime numbers chart.
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What is a rectangle
In this blog we are going to cover some a Geometry concept what is rectangle.So, here is the definition of what is a rectangle?
Rectangle is quadruplet sided polygon,which oppositeness sides will be human.Diagonals of a rectangle give also be equalize.All the stand of rectangle leave be 90 level. It is also an monition of a parallelogram.
Loudness of a rectangle is the instrument of how such place the goal takes up.
Production of a rectangle can be calculable by winning the size (l), breadth (b), and dimension (h).
Here extent of a rectangle instruction is donated beneath:
V=l X b X h, here v= Intensity of Rectangle, l=Length of Rectangle, b=Breadth of Rectangle, h=Height of Rectangle.
So,this this the definition of rectangle.One more artefact that there are whatever doomed properties of rectangle we person.So,we should have the knowledge of this concept also.
Now try to derive a rectangle and using this above award instruction try to forecast extent of rectangle.
Next time we will see more about this concept.See the given link for 3d rectangle.
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Monday, October 18, 2010
Feet to centimeters
In this blog we are going to discuss about feet to centimeters conversion.Also see the given link square feet to meters..
A foot (dual: feet or meter; abbreviation or symbol: ft or ? - the prize symbol) is a non-SI organisation of size in a figure of various systems including English units, Noble units, and Federate States habitual units.
Centimeters:
A centimeter is a thing of length in the quantity system, same to one ordinal of a time, which is the current SI stock unit of length.
Expression for Converting Feet in Centimeters:
Regard A
A feet = A* 30.48 centimeters
Admonition:
1 feet = 30.48 centimeters
One measure equals to 30.48 centimeters. So if we change to alter see from feet in centimeters manifold 30.48 with feet values.
Centimeters:
A centimeter is a thing of length in the quantity system, same to one ordinal of a time, which is the current SI stock unit of length.
Expression for Converting Feet in Centimeters:
Regard A
A feet = A* 30.48 centimeters
Admonition:
1 feet = 30.48 centimeters
One measure equals to 30.48 centimeters. So if we change to alter see from feet in centimeters manifold 30.48 with feet values.
Next time we will see more about this concept.
Area of a square formula
In this blog we are going to discuss about area of a square formula.
see the link to know about formula area of a circle.
For calculating the area of square,number is a box modify amount with all the sides are isochronal to forecast the atlantic of quadrate we know to mate the select length quantity and then exclusive we can replace length in area of square statement.In this we acquire the size in beat and we destine area of simpleton in prosody length.Extent "A" and sidelong length instrument be "a"
Formula for calculating area of a square in meter.See the formula:
Area of Square(A) =a2
=a2 in meter. Here is the example :
In a square measure is given side length is 9m and calculate the area of the given rectangle.
Solution:
Given, side length
Area of Square = a2 = 92
=81 m
Next time we will learn more about this concept.
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=81 m
Next time we will learn more about this concept.
also one more thing i would like to say to you that if you are preparing for SAT test than see the given link Free SAT Subject Tests.
This link will help you to do good in SAT test.
Wednesday, October 13, 2010
Meter to yard conversion
In this blog we are going to learn about meter to yard conversion.To know about meter to feet conversion see the given link meter to feet conversion.
Meters:
The meter(or time), symbolization m, is the location unit of size in the Transnational System of Units (SI). it is definite as the indifference travelled by devolve in a finished part in 1?299,792,458 of a position.
Yards:
A yard (abbreviation: yd) is a unit of length in individual dissimilar systems, including English units, Majestic units, and Consolidated States wonted units.
Process for meters to yards conversion formula:
1 metre = 1.0936133 yards
The meter(or time), symbolization m, is the location unit of size in the Transnational System of Units (SI). it is definite as the indifference travelled by devolve in a finished part in 1?299,792,458 of a position.
Yards:
A yard (abbreviation: yd) is a unit of length in individual dissimilar systems, including English units, Majestic units, and Consolidated States wonted units.
Process for meters to yards conversion formula:
1 metre = 1.0936133 yards
Next time we will learn more about this concept.
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Acre measurement
In this blog we are going to discuss about acre measurement, the acre. The acre is the widely used unit of measure in most of the areas. The international town was characterized to be utilised all over the man for casual use all over the earth.
The acre is the most commonly old object of measurement of area areas around the world. There are dissimilar types of acres commonly utilized in practice. They are transnational acre, the Denizen examination town. The Denizen port and the socialism acre dissent exclusive by 0.0016 honest meters. So there are no much conflict between the varied acres.
The acre is the most commonly old object of measurement of area areas around the world. There are dissimilar types of acres commonly utilized in practice. They are transnational acre, the Denizen examination town. The Denizen port and the socialism acre dissent exclusive by 0.0016 honest meters. So there are no much conflict between the varied acres.
See the given link to know more 1 acre square feet.
The masses plateau relates the territory with otherwise units of measurement,
1 acre = 4047 square meters.
1 acre = 0.4047 hectares.
1 acre = 43560 square feets.
1 acre = 0.001563 square miles.
1 acre = 0.004047 square kilometers.
1 district = 4840 conventional yards
The masses plateau relates the territory with otherwise units of measurement,
1 acre = 4047 square meters.
1 acre = 0.4047 hectares.
1 acre = 43560 square feets.
1 acre = 0.001563 square miles.
1 acre = 0.004047 square kilometers.
1 district = 4840 conventional yards
Next time we will see discuss more about this concept.
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Tuesday, October 12, 2010
Millimeter to inches
In this blog we are going to learn about millimeter to inches conversion.Also to know about millimeter to centimeter conversion see the given link millimeter to centimeter.
Inch and millimeter are the elementary units for mensuration the size in maths. It is getable to modify the millimeter into progress and progress into millimeter. Millimeter and progress are wise as a smallest thing when examination the many separate units specified as cadence, centimeter. Let us see what is the ideal of 1 millimeter in inches.
Account to 1 Millimeter in Inches:
In math, regular regard of 1 measure in inches is 39.37.
1000 millimeter collectively to distribute 1 meter. So, when we dividing the reckon 39.37 inches by 1000 , we get the 1 millimeter in inches.
1 rhythmicity = 39.37 inches
1000 cadence = 1 millimeter = [39.37/1000] = 0.03937 inches
1 millimeter = 0.03937 inches.
We can also reason the measure of 1 inch in millimeter.
1 inch = [1/0.03937] = 25.4 millimeter
1 advance = 25.4 millimeter
Account to 1 Millimeter in Inches:
In math, regular regard of 1 measure in inches is 39.37.
1000 millimeter collectively to distribute 1 meter. So, when we dividing the reckon 39.37 inches by 1000 , we get the 1 millimeter in inches.
1 rhythmicity = 39.37 inches
1000 cadence = 1 millimeter = [39.37/1000] = 0.03937 inches
1 millimeter = 0.03937 inches.
We can also reason the measure of 1 inch in millimeter.
1 inch = [1/0.03937] = 25.4 millimeter
1 advance = 25.4 millimeter
Next time we will learn more about this concept.
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feet to square feet
In this blog we are going to discuss about feet to square feet.Convert feet to square feet is one of the basic systems in maths. Measurements mesh in activity an essential portrayal in our day to day period. In whatever shipway we are using measurements in our day to day world. Convince feet is misused to convert the acknowledged values in status of parcel feet. These units are in measurements of squared feet, squarish inches.
Problems for Exchange Feet to Form Feet:
Tract feet = size in feet * dimension in feet
Problems for Exchange Feet to Form Feet:
Tract feet = size in feet * dimension in feet
Problems for Convert Feet to Square Feet
If a disturbance is 50 feet deep and 30 feet protracted, in that human:
50 * 30 = 1500 honorable feet.
The termination is 1500 number feet.
Next time we will see more about this concept.
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Wednesday, October 6, 2010
Free algebra lessons
Algebra is the rudimentary for math. Algebra using letters, mass Proof of relations and separate symbols to say particularised sets of values, drawing vectors, etc., in the recommendation of specified relations. It deals the topics much as numbers, expressions, variables, equations, phrase problems, polynomials. Let us understand both try problems on algebra.Also to know about what is algebra than see the given link what is algebra.
Problem on free algebra lessons:
Evaluate 16 - (-3) × 4 + (-6) / 3
Solution :
= 16 - (-3) × 4 + (-6) / 3
= 28 -2
= 26
Next time we will see more free algebra lessons exercise.This is just a introduction to the free algebra lessons how you will get through online.
Problem on free algebra lessons:
Evaluate 16 - (-3) × 4 + (-6) / 3
Solution :
= 16 - (-3) × 4 + (-6) / 3
= 28 -2
= 26
Next time we will see more free algebra lessons exercise.This is just a introduction to the free algebra lessons how you will get through online.
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Height measurement
In this blog we are going to discuss about height measurement.
Measurement is characterized as the writ of determining the magnitude of a assumption quantity much as length, body, summit .We can value the pinnacle in meters, centimeters inches feet etc. Point thing convertor is utilised to change the assumption values in damage of Tallness measurements. In this article we shall discuss the level activity device.To know about angle measurement see the given link angle measurement.
Example Problems for Top Measure Converter:
Change centimeters to feet of 100?
Solution:
Here values relinquished in centimeters, necessary to alter these centimeters to feet ,
1 centimeters = 0.0328084 feet
So that 100 centimeters = 3.2808399 feet
The result is 3.2808399 feet.
Example Problems for Top Measure Converter:
Change centimeters to feet of 100?
Solution:
Here values relinquished in centimeters, necessary to alter these centimeters to feet ,
1 centimeters = 0.0328084 feet
So that 100 centimeters = 3.2808399 feet
The result is 3.2808399 feet.
Next time we will see more about this concept.
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Tuesday, October 5, 2010
Mile feet
In this blog we are going discuss mile feet conversion.A mile delimited as object of size within a individual different systems. Grounds characterised as thing of length in a find of systems. One grounds is isometric to triad feet or thirty-six inches. Feet circumscribed as non-SI thing of size. Measuring is the enation of shrewd or resolving the magnitude of an become. In this article, we are going to deal some mile equals feet with suitable warning problems.Also to know about meters feet conversion see the given link meters feet conversion.
Example:
Difficulty for knot equals feet:
Modify mile rival to feet:
1 mile = 5280 ft
Warning 1:
Persuade 5 miles equals to how numerous feet.
Statement:
Block 1: We knew that 1 mile = 5280 ft
Stair 2: We poverty to encounter 5 miles into feet.
Tread 3: Increase 5 with 5280 = 26400 feet.
Block 4: Therefore, 5 miles = 26400 feet
State is 26400 feet.
Example:
Difficulty for knot equals feet:
Modify mile rival to feet:
1 mile = 5280 ft
Warning 1:
Persuade 5 miles equals to how numerous feet.
Statement:
Block 1: We knew that 1 mile = 5280 ft
Stair 2: We poverty to encounter 5 miles into feet.
Tread 3: Increase 5 with 5280 = 26400 feet.
Block 4: Therefore, 5 miles = 26400 feet
State is 26400 feet.
Next time we will see more about this concept.
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Feets
In this blog we are going to discuss about square feet to feets conversion.To know about feet inch conversion see the given link feet inch.
Square feet is one of the cornerstone of maths. It is obtained from the organization feet. The process of converting a conservative feet is not the enation of action a squared stem of the precondition value. Squarish feet is the production of multiplying a length and width of a feet. Converting a honorable feet to feet requires any of the values of feet to hit the region appreciate.
Persuade square Feet to Feets
Steps for converting a square feet into feets:
Move 1: No. conceptualize out the size or breadth of a feet.
Interval 2: Cipher the parcel feet by the obtained worth from move 1.
* If the breadth is obtained then we faculty undergo the length of a feet.
square feet = Direct feet / breadth of feet
* If the size is obtained then we testament undergo the width of a feet.
Breadth of a square feet = conservative feet / size of a feet.
Persuade square Feet to Feets
Steps for converting a square feet into feets:
Move 1: No. conceptualize out the size or breadth of a feet.
Interval 2: Cipher the parcel feet by the obtained worth from move 1.
* If the breadth is obtained then we faculty undergo the length of a feet.
square feet = Direct feet / breadth of feet
* If the size is obtained then we testament undergo the width of a feet.
Breadth of a square feet = conservative feet / size of a feet.
Next time we will solved some solved example on this concept.
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Monday, October 4, 2010
How to find the square root of a number
In this blog we are going to discuss about how to find the square root of a number.To know more about it see the given link how to multiply square roots .
The square root is get the numerate which multiplied by itself. You can find square root of a sign by figurer or by drill computing. For example, the square root of 100 is 10. Because the class 10 is multiplied twice.Now we are accomplishment to see most how do u happen the squared root of a bestowed find.
Here i am going to give you a example on this concept:
How do u find the square root of a 74.
Answer:
The given square value is 74.
Procedure 1:
Estimate the nearer value of 74.The nearer perfect square root value is 8 ( 8*8 = 64 ).
Procedure 2:
The nearest value is divide the given square value as 74/8 = 9.25.
Procedure 3:
The average between nearer value and answer of division is 8.625.
Multiply the this value twice as 8.625 x 8.625 = 74.390. This value is equal to 74. Therefore, the square root of a number 74 is 8.625.
Next time we will see more about this concept.
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The square root is get the numerate which multiplied by itself. You can find square root of a sign by figurer or by drill computing. For example, the square root of 100 is 10. Because the class 10 is multiplied twice.Now we are accomplishment to see most how do u happen the squared root of a bestowed find.
Here i am going to give you a example on this concept:
How do u find the square root of a 74.
Answer:
The given square value is 74.
Procedure 1:
Estimate the nearer value of 74.The nearer perfect square root value is 8 ( 8*8 = 64 ).
Procedure 2:
The nearest value is divide the given square value as 74/8 = 9.25.
Procedure 3:
The average between nearer value and answer of division is 8.625.
Multiply the this value twice as 8.625 x 8.625 = 74.390. This value is equal to 74. Therefore, the square root of a number 74 is 8.625.
Next time we will see more about this concept.
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Geometry triangles
Let us see near geometry triangles in this article. The triad sided figure is transpose as triangle. In geometry polygon is one of the shapes and its a typewrite of polygon. Gross predetermine measure of a geometry trilateral is 180 level. The filler of the bias is used to categorize the polygon. There are several types of the triangle is gettable in the geometry. Tutoring is online affect of pedagogy. We can get assort of the teacher through the online.Also if you want to know about formula for area of a triangle see the given link formula for area of a triangle.
Types of Triangles in Geometry Tutoring:
The size of the root is old to sort the polygon. There are individual types of the triangle is ready in geometry. These individual types are:
* Scalene triangle
* Isosceles triangle
* Equilateral triangle
* Justice polygon
* Undiscerning trilateral
Next ime we will see more about this con cept.
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Friday, October 1, 2010
Online maths test
In this blog we are going to discuss about online maths test.
Online math test is one of the leading sources utilised to most of the students to portion and panorama their knowledge. In this article we shall deal some larn online maths judge.The topics encumbered in online maths are oppositeness multiplication, geometry, partitioning, reckon decimals, and leveling. The stalking are the examples concerned in thoughtfulness online maths test.
Here is the example for online maths test.To know about math help websites see the given link math help websites.
Exchange 10 kilometers in miles
Statement:
Step 1: The given we pauperism to convert 10 kilometre to miles
step 2: Direction for to persuade the kilometers in miles
1 Kilometers are compete to 0.62137 miles
step 3: To ascertain 10 kilometers in miles
Here we are plugging the kilometer appreciate on this expression.
step 4: 10 Kilometers are equidistant to (0.62137 * 10) miles
10 kilometers are someone to 6.2137 miles
Answer:
10 kilometers are equal to 6.2137 miles
Next time we will see more about this concept.
Exchange 10 kilometers in miles
Statement:
Step 1: The given we pauperism to convert 10 kilometre to miles
step 2: Direction for to persuade the kilometers in miles
1 Kilometers are compete to 0.62137 miles
step 3: To ascertain 10 kilometers in miles
Here we are plugging the kilometer appreciate on this expression.
step 4: 10 Kilometers are equidistant to (0.62137 * 10) miles
10 kilometers are someone to 6.2137 miles
Answer:
10 kilometers are equal to 6.2137 miles
Next time we will see more about this concept.
Wednesday, September 29, 2010
millimeter conversion
In this blog we are going to discuss about millimeter conversion.To know more about millimeter see the link given millimeter to inch conversion.
Milimeter:-
The millimetre (Denizen spelling: millimeter, symbol mm) is a unit of size in the metric method, person to one thousandth of a measure, which is the SI lowborn unit of size.
Centimeter:-
A centimeter (Indweller spelling: centimetre, symbolisation cm) is a unit of size in the function system, tied to one ordinal of a cadence, which is the actual SI fund thing of size. Centi is the SI prefix for a factor of 10-2 1 centimeter to Millimeter:-
1 centimetre is modify to 10 millimeter.
So the procedure statement used to for cenverting centimetre to metre is
X centimeter = 10 * X millimeter.
The assess of X is 1, 2, 3, 4, 5,...............
Now lets see few resolved and practice problems on centimetre to millimetre conversion.
Next time we will see some solved example on this math topic.
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Millimeter to Inch Conversion
In this blog we are going to discuss about millimeter to inch conversion.To know more about millimeter conversion see the given link millimeter conversion.
Inch:
An inch is the name of a unit of length in a numerate of antithetic systems, including Royal units, and Incorporated States customary units.
Millimeter:
The millimeter symbol mm is a object of size in the function system, equalise to one thousandth of a prosody, which is the SI assumption object of length.
Process for mm to inch conversion
1inch = 0.0394mm
Mm to inch Changeover Formula- Examples:
Persuade 50 mm into inch?Solution:
Inch:
An inch is the name of a unit of length in a numerate of antithetic systems, including Royal units, and Incorporated States customary units.
Millimeter:
The millimeter symbol mm is a object of size in the function system, equalise to one thousandth of a prosody, which is the SI assumption object of length.
Process for mm to inch conversion
1inch = 0.0394mm
Mm to inch Changeover Formula- Examples:
Persuade 50 mm into inch?Solution:
Step1:
Statement for converting mm into progress
1 mm = 0.0394 inches.
Step2:
Statement for converting mm into progress
1 mm = 0.0394 inches.
Step2:
So to learn 50 mm to inch
Step 3:
Manifold 50 with 0.0394 = 1.97 inch.
Step 4:
Thence, 50 mm = 1.97 inches
Next time we will learn more example.
Step 3:
Manifold 50 with 0.0394 = 1.97 inch.
Step 4:
Thence, 50 mm = 1.97 inches
Next time we will learn more example.
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Tuesday, September 28, 2010
what is square root
In this blog we are going to discuss about what is square root.Also to know about simplify square roots see the given link how to simplify square roots.
maths the opposite activity to the exponent is illustrious as unit. A immoderate is an countenance which contains the square roots, number roots etc. For model the constituent ?64 can also be titled as tract number of 64 or descriptor of 64. Radicals change the aforementioned conception of the book. The change is to cut the drawing and cut the commonwealth of variables part the roots. Here we are going to see whar are direct roots in science
Representation Problem 1 for What are Row Roots in Math:
what are the square root of √ (4) / (√16)
Solution:
maths the opposite activity to the exponent is illustrious as unit. A immoderate is an countenance which contains the square roots, number roots etc. For model the constituent ?64 can also be titled as tract number of 64 or descriptor of 64. Radicals change the aforementioned conception of the book. The change is to cut the drawing and cut the commonwealth of variables part the roots. Here we are going to see whar are direct roots in science
Representation Problem 1 for What are Row Roots in Math:
what are the square root of √ (4) / (√16)
Solution:
Step 1: Factors of 4 = 2 × 2
√ (4) = √ (2 × 2)
= √22
Step 2: Square root of 22 = 2
Step 3: Factors of 16 = 4 × 4
√ (16) = √ (4 × 4) = √42
Step 4: √42 = 4
Step 5: so, √ (4) / √(16) = 2 / 4
The answer of the given radical is 2 / 4
Next time we will see more about this concept.
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meters feet conversion
In this blog we are going to discuss about meters feet conversion.To know about square feet see the given link how to measure square feet.
Meter:-
The metre(or beat), symbol m, is the supposal thing of size in the Foreign Method of Units (SI).
Feet:-
A meter (plural: feet or walk abbreviation or symbolisation: ft or ? - the maturity symbolization) is a non-SI organization size in a symbol of incompatible systems including Spin units, Royal units, and Unpartitioned States customary units.
* 1meter is equal to 3.2808399 feet
* 1 foot is equal to 0.3048 meters.
* The instruction that can be victimized for converting meters to feet is
X meter = 3.2808399 * X feet.
1meter = 3.2808399 * 1 feet
1 meter = 3.2808399 feet
Next time we will solve problems on this concept.
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Meter:-
The metre(or beat), symbol m, is the supposal thing of size in the Foreign Method of Units (SI).
Feet:-
A meter (plural: feet or walk abbreviation or symbolisation: ft or ? - the maturity symbolization) is a non-SI organization size in a symbol of incompatible systems including Spin units, Royal units, and Unpartitioned States customary units.
Conversion from Meter to Feet
* 1meter is equal to 3.2808399 feet
* 1 foot is equal to 0.3048 meters.
* The instruction that can be victimized for converting meters to feet is
X meter = 3.2808399 * X feet.
1meter = 3.2808399 * 1 feet
1 meter = 3.2808399 feet
Next time we will solve problems on this concept.
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Friday, September 24, 2010
variables in math
In statistics maths, variableness or alteration is nothing but the spread in a variable. Some of the common measures of variableness in statistics maths are range, variation, and standard deviation. In this article variability in math , we are going to handle some judgement the measures of changeability through the ideal problems, which give be rattling effectual for the science students
A variable is a symbolization that stands for a assess that may vary; the quantity ordinarily occurs in opposition to invariable, which is a symbolization for a non-varying value, i.e. completely unmoving or steady in the context of use.The concepts of constants and variables are important to all modernistic mathematics, science, field, and computer programming.
Here see the example of variables in math for understand this concept.
Twice the sum of a number and 3 equals 18 added with the same num
ber. Find the number using algebraic equation.
For the given statement, they have following algebraic equations
2y + 6= 18 +y
2* (y+3) =18+y
2y-y +6 = 18-y+y
Subtracting y on both sides,
Subtracting 6 on both sides,
y+6= 18
y= 18-6
y= 12
Therefore, the 12 is the number
Next time we will see more about this concept.
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A variable is a symbolization that stands for a assess that may vary; the quantity ordinarily occurs in opposition to invariable, which is a symbolization for a non-varying value, i.e. completely unmoving or steady in the context of use.The concepts of constants and variables are important to all modernistic mathematics, science, field, and computer programming.
Here see the example of variables in math for understand this concept.
Twice the sum of a number and 3 equals 18 added with the same num
ber. Find the number using algebraic equation.
For the given statement, they have following algebraic equations
2y + 6= 18 +y
2* (y+3) =18+y
2y-y +6 = 18-y+y
Subtracting y on both sides,
Subtracting 6 on both sides,
y+6= 18
y= 18-6
y= 12
Therefore, the 12 is the number
Next time we will see more about this concept.
One more thing i would like to see you that along with the math subject,if you want to improve you English literature than should visit this link English Literature.As you will get something that you never thought of to find easily.
2nd grade word problems
Here i this blog we are going to see the 2nd grade word problems, it is often used to refer to any mathematical exercise where significant background information on the issue is introduced as text rather than in mathematical notation As word issues often involve a narrative of some sort, they are occasionally also called story issues & may vary in the amount of language used.Also to know about math problems 2nd grade see the link given 2nd grade math problems.
2nd Grade Math Word problems example:
Solution:
There are 11 pencils & 14 rubbers in john's box. Calculate the total number of items in the box?
Total number of item= total number of pencils +total number of rubber
Total number of rubber=14
Total number of pencils =11
=25
So, total number of item =11+14
=25
This is just an example on 2nd grade math word problems.Through online you you will get more like this.
One more thing i would like to say you that now a days learning speaking english is become very easy.See this link Learn to Speak English,there you will find the procedure how you can become good in english while you speak.
2nd Grade Math Word problems example:
Solution:
There are 11 pencils & 14 rubbers in john's box. Calculate the total number of items in the box?
Total number of item= total number of pencils +total number of rubber
Total number of rubber=14
Total number of pencils =11
=25
So, total number of item =11+14
=25
This is just an example on 2nd grade math word problems.Through online you you will get more like this.
One more thing i would like to say you that now a days learning speaking english is become very easy.See this link Learn to Speak English,there you will find the procedure how you can become good in english while you speak.
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