How do you solve $sqrt(10x)=10$ and check the solution?

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Answer 1 · 2018-03-16T00:09:35

Square both sides and then divide by x's coefficient to get $x=10$

First square both sides:

$(sqrt(10x))^2=10^2$

$10x=100$

Next, divide by x's coefficient (in this case, it is 10!)

$(10x)/10=100/10$

$color(red)(x=10$

How do you solve sqrt(10x)=10sqrt(10x)=10 and check the solution?