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Is 10 a perfect square? Explain.
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no it is not
List your perfect squares.. 2^2 = 4 3^2 = 9 4^2 = 16 Looks like it passes 10.
So, no, it is not a perfect square because it jumps from 9 to 16.
A perfect square is the result of an integer squared. In other words, a perfect square is the result of an integer multiplied by it self. For example: 25 is a perfect square because (5)(5) = 25 or (-5)(-5) = 25 or (±5)² = 25 There is no integer that gives 10, when multiplied by itself. ∴ 10 is not a perfect square.
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?
\[5^2-\sqrt{3^2*4^2}\]
So lets do all the powers.
\[25-\sqrt{9*16}\]
\[25-\sqrt{144}\]
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Take the square root of 144
25-12 = 13
Do you understand @TehAustin
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