Introduction to two equivalent fractions:
Fraction is a number which has two parts. One part is in upper and the other part is lower. The upper part is known as the numerator and the lower part is known as the denominator. It is possible to find equivalent fraction for the given fraction. Two equivalent fractions means finding two equivalent fractions for the given fraction.
Example Problems – Two Equivalent Fractions:
1) Find two equivalent fractions for the fraction `(1)/(2)` .
Solution:Given , `(1)/(2)`
To find the two equivalent fraction, multiply and divide the given fraction by 2.
The given fraction would be `(1 * 2)/(2 * 2)` = `(2)/(4)`
which is one of the equivalent fractions.
To find the second equivalent fraction, multiply and divide the given fraction by 3.
The given fraction would be `(1 * 3)/(2 * 3)` = `(3)/(6)`
which is second equivalent fractions.
The two equivalent fraction of the fraction `(1)/(2)` is `(2)/(4)` and `(3)/(6)` .
2) Find two equivalent fractions for the fraction `(2)/(4)` .
Solution:Given , `(2)/(4)`
To find the two equivalent fraction, multiply and divide the given fraction by 2.
The given fraction would be 2 * `(2)/(4)` * 2 = `(4)/(8)`
which is one of the equivalent fractions.
To find the second equivalent fraction, multiply and divide the given fraction by 3.
The given fraction would be 2 * `(3)/(4)` * 3 = `(6)/(12)`
which is second equivalent fractions.
The two equivalent fraction of the fraction `(2)/(4)` is `(4)/(8)` and `(6)/(12)`
More Examples on Equivalent Fractions:
3)Find two equivalent fractions for the fraction `(1)/(3)`.
Solution:Given , `(1)/(3)`
To find the two equivalent fraction, multiply and divide the given fraction by 2.
The given fraction would be 1 * `(2)/(3)` * 2 = `(2)/(6)`
which is one of the equivalent fractions.
To find the second equivalent fraction, multiply and divide the given fraction by 3.
The given fraction would be 1 *`(3)/(3)` * 3 = `(3)/(9)`
which is second equivalent fractions.
The two equivalent fraction of the fraction `(1)/(3)` is `(2)/(6)` and `(3)/(9)` .
4) Find two equivalent fractions for the fraction `(1)/(4)`
Solution:Given , `(1)/(4)` .
To find the two equivalent fraction, multiply and divide the given fraction by 2.
The given fraction would be 1 * `(2)/(4)` * 2 = `(2)/(8)`
which is one of the equivalent fractions.
To find the second equivalent fraction, multiply and divide the given fraction by 3.
The given fraction would be 1 * `(3)/(4)` * 3 = `(3)/(12)`
which is second equivalent fractions.
The two equivalent fraction of the fraction `(1)/(4)` is `(2)/(8)` and `(3)/(12)`
Between, if you have problem on these topics math solver algebra 2, please browse expert math related websites for more help on math problem solver algebra.
Fraction is a number which has two parts. One part is in upper and the other part is lower. The upper part is known as the numerator and the lower part is known as the denominator. It is possible to find equivalent fraction for the given fraction. Two equivalent fractions means finding two equivalent fractions for the given fraction.
Example Problems – Two Equivalent Fractions:
1) Find two equivalent fractions for the fraction `(1)/(2)` .
Solution:Given , `(1)/(2)`
To find the two equivalent fraction, multiply and divide the given fraction by 2.
The given fraction would be `(1 * 2)/(2 * 2)` = `(2)/(4)`
which is one of the equivalent fractions.
To find the second equivalent fraction, multiply and divide the given fraction by 3.
The given fraction would be `(1 * 3)/(2 * 3)` = `(3)/(6)`
which is second equivalent fractions.
The two equivalent fraction of the fraction `(1)/(2)` is `(2)/(4)` and `(3)/(6)` .
2) Find two equivalent fractions for the fraction `(2)/(4)` .
Solution:Given , `(2)/(4)`
To find the two equivalent fraction, multiply and divide the given fraction by 2.
The given fraction would be 2 * `(2)/(4)` * 2 = `(4)/(8)`
which is one of the equivalent fractions.
To find the second equivalent fraction, multiply and divide the given fraction by 3.
The given fraction would be 2 * `(3)/(4)` * 3 = `(6)/(12)`
which is second equivalent fractions.
The two equivalent fraction of the fraction `(2)/(4)` is `(4)/(8)` and `(6)/(12)`
More Examples on Equivalent Fractions:
3)Find two equivalent fractions for the fraction `(1)/(3)`.
Solution:Given , `(1)/(3)`
To find the two equivalent fraction, multiply and divide the given fraction by 2.
The given fraction would be 1 * `(2)/(3)` * 2 = `(2)/(6)`
which is one of the equivalent fractions.
To find the second equivalent fraction, multiply and divide the given fraction by 3.
The given fraction would be 1 *`(3)/(3)` * 3 = `(3)/(9)`
which is second equivalent fractions.
The two equivalent fraction of the fraction `(1)/(3)` is `(2)/(6)` and `(3)/(9)` .
4) Find two equivalent fractions for the fraction `(1)/(4)`
Solution:Given , `(1)/(4)` .
To find the two equivalent fraction, multiply and divide the given fraction by 2.
The given fraction would be 1 * `(2)/(4)` * 2 = `(2)/(8)`
which is one of the equivalent fractions.
To find the second equivalent fraction, multiply and divide the given fraction by 3.
The given fraction would be 1 * `(3)/(4)` * 3 = `(3)/(12)`
which is second equivalent fractions.
The two equivalent fraction of the fraction `(1)/(4)` is `(2)/(8)` and `(3)/(12)`
Between, if you have problem on these topics math solver algebra 2, please browse expert math related websites for more help on math problem solver algebra.
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