The area of a square is $121 a^{4} b^{16}$ $121a^4b^16$ ? What is the length of the side of the square?

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Answer 1 · 2017-05-25T22:15:23

The area would be $11 a^{2} b^{8}$ $11a^2b^8$ .

The formula for the area of a square is s², with s being a side of the square. Therefore, plug the area into the formula.

$A = s^{2}$ $A=s^2$
$121 a^{4} b^{16} = s^{2}$ $121a^4b^16=s^2$

Now, take squareroot of both sides of the equation. You will then obtain the answer $s = 11 a^{2} b^{8}$ $s=11a^2b^8$ .

The area of a square is 121a4b16121a^4b^16? What is the length of the side of the square?