Question

√10 is an irrational number between which two rational numbers ?
1] 9 and 10
2] 2 and 3
3] 3 and 4
4] 10 and 11​

Answer 1

hope the pinned image helps u mate ^_^

Answer 2

Concept

Irrational numbers are the real numbers that can not be expressed in the form of p/q.Irrational numbers are usually expressed in the form of R ₋ Q which means the difference between the set of Real numbers(R) and the set of Rational Numbers(Q). There are an infinite number of irrational numbers which can not be written in a simple way.

Given

√10 is an irrational number

Find

√10 is a irrational number lies between which two rational numbers.

Solution

We know,

√9 = 3

√16 = 4

So,

√9 < √10 < √16

3 < √10 < 4

So √10 lies between 3 and 4

Option C is Correct

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