Question

5. Insert four irrational numbers between 3 root 3 and 4 root 2.
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Answer 1

SOLUTION

TO DETERMINE

Insert four irrational numbers between 3√3 and 4√2

CONCEPT TO BE IMPLEMENTED

Rational Number

A Rational number is defined as a number of the form $\displaystyle \sf{ \frac{p}{q} \: }$

Where p & q are integers with $q \ne \: 0$

A number which is not rational number is called irrational number

EVALUATION

Here the given numbers are 3√3 and 4√2

Here 3√3 and 4√2 are irrational numbers

We know that between two irrational numbers there are infinite number of irrational numbers

Hence the required four irrational numbers between 3√3 and 4√2 are

1. 3.13124546732...

2. 3.5463229075...

3. 3.6215739759...

4. 4.07884241235...

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2. which is the following is a rational number between 4 and 8

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Answer 2

Step-by-step explanation:

3.13124546732...

2. 3.5463229075...

3. 3.6215739759...

4. 4.07884241235...

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