SOLUTION: simplify the square root of 63. What is the highest perfect square that can divide into it? I didn't get the right answer when i did it.

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Question 1032462: simplify the square root of 63. What is the highest perfect square that can divide into it? I didn't get the right answer when i did it.
Found 2 solutions by Paceinator, ikleyn:
Answer by Paceinator(3) About Me  (Show Source):
You can put this solution on YOUR website!
The square root of 63 is around 7.93, and the largest (and only) perfect square that can actually be squared without exceeding 63 is 3.

Answer by ikleyn(52777) About Me  (Show Source):
You can put this solution on YOUR website!
.
simplify the square root of 63. What is the highest perfect square that can divide into it? I didn't get the right answer when i did it.
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sqrt%2863%29 = sqrt%289%2A7%29 = sqrt%283%5E2%2A7%29 = 3%2Asqrt%287%29.


It is difficult to understand what the sender want to get.

It is how I understood it.