I'm trying to figure out what square numbers equal 100 apart from 10? please help me figure this out

1 Answer
Feb 18, 2018

#-10#

Explanation:

The only numbers that are the square root of #100# are #10# and #-10#.

We can set up the equation #x^2=100#, to see what numbers equal #100# when you square them.

#x^2=100#

We can take the plus/minus square root of both sides to solve for #x#.

#x=+-10#

#-10# squared and #10# squared are the only solutions to this equation, so they are the only numbers that equal #100# when you square them. If you're still skeptical, try out #9.9999# and #-9.9999# and square them, and you still won't get #100.#