How do you simplify #sqrt(5x - 3)^2#?

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Answer 1 · 2016-02-01T13:07:53

#sqrt(5x-3)^2#

#rarr=5x-3#

Because square root of of any value multiplied by its square root gives the same number:

Example:#sqrt2*sqrt2=2#

#sqrt(1234ab)*sqrt(1234ab)=1234ab#

#sqrt(56+3)*sqrt(56+3)=56+3=59#

So,the final answer we get is #5x-3#