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[tex] \sqrt{b} \times \sqrt{b} = { \sqrt{b} }^{2} = b[/tex]

The simplified product of √b x √b is b.

What happens when one square root term is multiplied by itself?

When one square root term is multiplied by itself, the square root is eliminated. This can be demonstrated below.

√a x √a = a

We can find the simplified product as shown below:

It is given that √b x √b.

When one square root term is multiplied by itself, the square root is eliminated.

We can multiply this as follows:

√b x √b

= √( b x b )

= √(b²)

= b

This is the simplified product of the given expression.

Therefore, we have found that the simplified product of √b x √b is b.

Learn more about simplified products here: https://brainly.com/question/2548064

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