Question

Insert a rational number and an irrational number between $3.623623$ and $0.484848$

Answer 1

Step 1. Find a rational number between $3.623623$ and $0.484848$

Rational numbers have terminating or non terminating and repeating decimals.

The rational number between $3.623623$ and $0.484848=2.2or\frac{22}{10}$

Step 2. Find an irrational number between $3.623623$ and $0.484848$

Irrational numbers are the numbers that do not terminate, nor do they repeat.

The irrational number between $3.623623$ and $0.484848=2.232332333...$

Hence, $\frac{22}{10}$ is a rational number and $2.232332333...$ is an irrational number between $3.623623$ and $0.484848$.