Question

Find 10 rational numbers between ⅗ and ¾.
plz tell fast.
and no rubbish answers. ​

Answer 1

$\huge\mathfrak\red{Answer:-}$.

3/5 and 3/4 are the same as 12/20 and 15/20.

• The two rational numbers between them are 13/20 and 14/20 (or 7/10)

• Next form of the two fractions are 24/40 and 30/40. Here you can introduce 5 rational numbers between them: 25/40 (or 5/8), 26/40 (or 13/20), 27/40, 28/40 (or 7/10), 29/40.

• Next form of the two fractions are 36/60 and 45/60. Here you can introduce 8 rational numbers between them: 37/60, 38/60 (or 19/30), 39/60 (or 13/20), 40/60 (or 2/3), 41/60, 42/60 (or 7/10), 43/60. 44/60 (or 11/15).

• Next form of the two fractions are 48/80 and 60/80. Here you can introduce 11 rational numbers between them: 49/80, 50/80 (or 5/8), 51/80, 52/80 (or 13/80), 53/80, 54/80 (or 27/40), 55/80 (or 11/16), 56/80 (7/10), 57/80, 58/80 (or 29/40), 59/80.

• Introducing 10 fractions can be done in the same way, but it will not be easy.

Answer 2

Ten rational numbers between 3/5 & 3/4 are - 133/220 , 134/220 , 135/220 , 136/220 , 137/220 , 138/220 , 139/220 , 140/220 , 141/220 , 142/220

Step-by-step explanation:

First cross multiply to both fractions and then multiply by increasing one digit to get the number of rational numbers you want .

hope it's helpful to you !

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