Question

find the irrational numbers between 7and 8​

Answer 1

Step-by-step explanation:

To find an irrational number between 2 rational numbers approach these steps:

Square the first number and the second number.

In this case:

${7}^{2} = 49 \: and \: {8}^{2} = 64$

Now we obtained two numbers 64 and 49 .

These are perfect squares. In between two perfect squares there is no square.

49 <n<64 is any natural number between 49 and 64.

Say for example 54 and 60.

We got 54 and 60.

Now 5–√4 and 6–√0 are the two irrational numbers.

Any number between 49 and 64 if square rooted will give you an irrational number.

Remember do not square root 64 or 49.Excluding these two you can find any irrational number.

There are many other ways to find an irrational number between two rational numbers.

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