Verified answer

Answer:

fractions 1/4

Step-by-step explanation:

. I hope it helps you

Given:

I am a fraction. My numerator is a single-digit prime number. My denominator is a single digit that is four times greater than my numerator.

To Find:

What fraction am I? Also, find my equivalent fraction with numerator 24.

Solution:

Prime numbers are natural numbers greater than one that has only 2 factors that is 1 and the number itself.

In the given question the question says that the numerator is a single-digit prime number which can be 2,3,5,7 only and also says that the denominator is 34 times greater than the denominator if e start doing 4 times the prime numbers, 2,3,5,7 then we will have 8,12,20,28

And the denominator is also a single-digit number then the resultant fraction can only be,

[tex]Fraction=\frac{2}{8}[/tex]

Now it says that to find the equivalent fraction whose numerator is 24 the denominator will be 4 times 24 that is 96,

so the fraction will be 24/96.

Hence, the fraction is 2/8 and the equivalent fraction for numerator as 24 is 24/96.