Question

\sqrt{40x^3}

Answer 1

\[\sqrt{40x^3}?\]

Answer 2

yes thats the equation, I need to show step by step explanation of how to solve the equation

Answer 3

what is there to solve?
you have an expression not an equation ( no equal sign)

the most you could do is simplify the expression

Answer 4

if you wanted to simplify it

first remember that
\[\sqrt{x^2} = x\]

then break up the value under the sqrt into its prime factors
\[\sqrt{ 2* 2 *2 *5 *x*x*x}\]

Answer 5

group up the respective perfect squares
\[\sqrt{(2*2) (x*x)*2*5*x}\]

Answer 6

apply exponent/root rules
\[\sqrt{2*2}\sqrt{x*x}*\sqrt{2*5*x}\]

and simplify