Advertisements
Advertisements
Question
Find an equivalent fraction with denominator 18 for the following fraction.
`1/2`
Advertisements
Solution
`1/2 = (1 xx 9)/(2 xx 9) = 9/18`
RELATED QUESTIONS
Find an equivalent fraction with denominator 5, for the following fraction.
`10/25`
Find an equivalent fraction with denominator 5, for the following fraction.
`12/30`
Find two equivalent fraction for the following fraction.
`3/11`
Find an equivalent fraction with denominator 5 for each of the following fractions.
`6/15, 10/25, 12/30, 6/10, 21/35`
If `5/8 = 20/p`, then value of p is ______.
Write `3/4` as a fraction with denominator 44.
Mary bought `3 1/2` m of lace. She used `1 3/4` m of lace for her new dress. How much lace is left with her?
Roma gave a wooden board of length `150 1/4` cm to a carpenter for making a shelf. The Carpenter sawed off a piece of `40 1/5` cm from it. What is the length of the remaining piece?
The fish caught by Neetu was of weight `3 3/4` kg and the fish caught by Narendra was of weight `2 1/2` kg. How much more did Neetu’s fish weigh than that of Narendra?
Write the fraction and pair up the equivalent fraction from each row.
Write the fractions and pair up the equivalent fractions from each row.
(a) |
(I) |
(b) |
(ii) |
(c) |
(iii) |
(d) |
(iv) |
(e) |
(v) |
Replace ☐ in the following with the correct number:
`3/8 = 10/☐`
Replace ☐ in the following with the correct number:
`18/24 = ☐/4`
Find the equivalent fraction of `3/5` having denominator 20.
Find the equivalent fraction of `36/48` with denominator 4.
Check whether the given fractions is equivalent:
`5/9,30/54`
Check whether the given fractions is equivalent:
`7/13, 5/11`
What happens to the value of a fraction if the denominator of the fraction is decreased while numerator is kept unchanged?
According to the cross product method, for two fractions `a/b` and `c/d` to be equivalent:
