How do you simplify $(2 \sqrt{x}) (5 \sqrt{x^{3}})$ $( 2 sqrt x) ( 5 sqrt (x ^3) )$ ?

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Answer 1 · 2015-05-08T19:35:51

This is another way to answer this problem.

The answer is $10 x^{2}$ $10x^2$ .

Simplify $(2 \sqrt{x}) (5 \sqrt{x^{3}})$ $(2sqrt x)(5sqrt (x^3))$ .

Gather like terms.

$2 \cdot 5 \sqrt{x} \sqrt{x^{3}}$ $2*5sqrtxsqrt(x^3)$

Multiply.

$10 \sqrt{x^{4}}$ $10sqrt(x^4)$

Simplify.

$10 x^{2}$ $10x^2$

How do you simplify ( 2 sqrt x) ( 5 sqrt (x ^3) )(2√x)(5√x3)( 2 sqrt x) ( 5 sqrt (x ^3) )?