Question

find 6 rational numbers between 5/7&8/7​

Answer 1

Answer:

answer is so simple bro

Step-by-step explanation:

multiply

5/7 × 7

5/7 × 7

then u got answer

hope it's help

-from ABHI

Answer 2

Answer:

We need to find 6 rational no's.

The steps you need to follow:

1. If the fractions are not like fractions, convert them into like fractions. Here, 5/7 and 8/7 are already like fractions... So we dont have to do anything.
2. Add '1' to the number of rational numbers we need to find. Here, the number of rational numbers we need to find: 6, and we add '1'. 6+1=7.
3. Multiply the sum with the numerator and the denominator of both the fractions. Here, the sum is 7. We multiply 7 to both numerator and denominator: $\frac{5*7}{7*7}, \frac{8*7}{7*7} = \frac{35}{49} , \frac{56}{49}$.
4. Now, Pick the number of rational numbers we need to find! We need to find 6 rational numbers from $\frac{35}{49} ,\frac{56}{49}$. Some numbers between $\frac{35}{49}$ and $\frac{56}{49}$ are as follows:  $\frac{36}{49},\frac{37}{49}, \frac{38}{49}, \frac{39}{49}, \frac{40}{49} ,\frac{41}{49}$ .    

Thus, $\frac{36}{49},\frac{37}{49}, \frac{38}{49}, \frac{39}{49}, \frac{40}{49} ,\frac{41}{49}$ is your answer.

HOPE THIS HELPS :D