Are 5-6 and 20-24- the pairs of equivalent fractions-

Question

Toppr Admin · Accepted Answer

Given fractions are 5-6 and 20-24-By cross multiplication of numerator and denominator of each other we get-5-xD7-24-120-6-xD7-20-120Now- -5-xD7-24-6-xD7-20-120Hence- 5-6 and 20-24 are the pairs of equivalent fractions-

Are $5 / 6$ and $20 / 24$ , the pairs of equivalent fractions?

Given fractions are $5 / 6$ and $20 / 24$ .
By cross multiplication of numerator and denominator of each other we get:
$(5 \times 24) = 120$
$(6 \times 20) = 120$
Now, $(5 \times 24) = (6 \times 20) = 120$
Hence, $5 / 6$ and $20 / 24$ are the pairs of equivalent fractions.

Are 5/6 and 20/24, the pairs of equivalent fractions?

Given fractions are 5/6 and 20/24.By cross multiplication of numerator and denominator of each other we get:(5×24)=120(6×20)=120Now, (5×24)=(6×20)=120Hence, 5/6 and 20/24 are the pairs of equivalent fractions.

Are $5 / 6$ and $20 / 24$ , the pairs of equivalent fractions?

Given fractions are $5 / 6$ and $20 / 24$ .
By cross multiplication of numerator and denominator of each other we get:
$(5 \times 24) = 120$
$(6 \times 20) = 120$
Now, $(5 \times 24) = (6 \times 20) = 120$
Hence, $5 / 6$ and $20 / 24$ are the pairs of equivalent fractions.