Question

find 4 rational no.s between 4 and 5

Answer 1

Given:

• Two Rational numbers are given to us 4&5.

To Find:

• Four Rational numbers between them.

Concept Used:

• We will multiply the numerator and denominator of the number by one more than the total number of rational numbers we are required to find.

Answer:

Here the two numbers are 4 & 5 .

And we have to find 4 Rational numbers between them .So we will multiply the numerator and denominator by 5.

So ,

$\sf{\leadsto 4 =\dfrac{4\times 5}{1\times 5}}=\bf{\dfrac{20}{5}}$

$\sf{\leadsto 5 =\dfrac{5\times 5}{1\times 5}}=\bf{\dfrac{25}{5}}$

Hence 4 Rational numbers are,

$\red{\bf{\leadsto \dfrac{21}{25}, \dfrac{22}{25}, \dfrac{23}{25}, \dfrac{24}{25}}}$

Answer 2

Answer:

find the four rational numbers between-5and-4