Question

find five rational numbers between ⅗ and ⅘​

Answer 1

3/5 & 4/5

Since there is no rational numbers between 3/5&4/5. we are proceeding with the next step

3/5×10/10& 4/5×10/10

=30/50&40/50

The five rational numbers are 32/50,33/50,34/50,35/50,36/50

Answer 2

$\bf\purple{QuestioN:-}$

Find five rational numbers between ⅗ and ⅘​.

$\bf\red{AnsweR:-}$

• To find the rational numbers between two fractions first we need to make the denominators same.
• But here denominators are already same.

• But there is no numbers in between ⅗ and ⅘​ .

• So again we need to multiply these numbers with 5.

• {Note. because we need to find 5 rational numbers}

$\longrightarrow\bf{\dfrac{3\times5}{5\times5}=\dfrac{15}{25}}$

$\longrightarrow\bf{\dfrac{4\times5}{5\times5}=\dfrac{20}{25}}$

Then the rational numbers between these numbers are,

15/25 , 16/25, 17/25, 18/25 & 19/25.

All Done!!☺