Question

Does every number have two square root explain

Answer 1

Answer:

no

Step-by-step explanation:

Answer 2

Explanation:

Square root is defined as a factor of a number which multiplied by itself and gives the original number. For example, both $3$ and $-3$ are said to be the square roots of $9$.

As we know that, Every number contain  two square roots i.e. a positive and a negative.

The positive square root refers to the principal square root and is written in $\sqrt b$ form.

For denoting the negative root, write $-\sqrt b$ and to indicate both roots write ±$\sqrt{ b$ .

Yes, every number have two square root except 0.