Question

Write 7/24 as an equivalent fraction with a denominator of 96​

Answer 1

28/96

Explanation:

Equalize the equivalent fractions according to the desired denominator and solve for the numerator "x"

`(7)/(24) =(x)/(96)`

`x=((96)(7))/(24) =(672)/(24) =28`

The equivalent fraction is

`(28)/(96)`

Hope this helps

Answer 2

Answer:
`(28)/(96)`

Explanation:

We will figure out what needs to happen to the denominator to get to 96, then we will do the same to the numerator.

`\displaystyle (7)/(24)=(?*x)/(24*x=96) =(7*4)/(24*4)=(28)/(96)\\\\ \\\text \\\;\;\;\;\;\; (28)/(96)`