What are three equivalent fractions to \(\frac{75}{100}\)?

For this case we have the following expression: 75/100 We can rewrite the fraction in different ways.
For this, what we must do is multiply the numerator and the denominator by the same number and simplify.
We have then: **way 1:
** ( 75/100 ) ∗ (( 1/5 ) / ( 1/5 )) = 15/20 **way 2:
** ( 75/100 ) ∗ (( 1/5 ) / ( 1/5 )) ∗ (( 1/5 ) / ( 1/5 )) = 3/4 **way 3:
** ( 75/100 ) ∗ (( 2 ) / ( 2 )) = 150/200

Answered by carlosego | 2024-06-11

The fraction 75/100 can be simplified to 3/4 because both the numerator (75) and the denominator (100) are divisible by 25. To find three equivalent fractions, we can multiply or divide the numerator and denominator by the same number. For example:

Multiplying both by 2 gives us 150/200.
Multiplying both by 3 gives us 225/300.
Dividing both by 25 gives us 3/4

To verify that these fractions are equivalent, you can convert each to a decimal or a percent. The fraction 75/100 is equal to 0.75 or 75%. If you do the same with the fractions above, you'll find they all simplify to 0.75 or 75%, confirming they are equivalent.

Answered by ShiaLabeouf | 2024-06-24

Three equivalent fractions to 100 75 ​ are 200 150 ​ , 300 225 ​ , and 400 300 ​ . These fractions maintain the same value even with different numerators and denominators. You can also simplify 100 75 ​ to get 4 3 ​ .
;

Answered by carlosego | 2024-12-26