Question

Math

Posted 5 months ago

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Write the statement as a power function equation.
The area (A) of a square varies directly as the square of the side (s).
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Answer from Sia

Verified answer

Posted 5 months ago

Solution by Steps

step 1

The given statement is: "The area (A) of a square varies directly as the square of the side (s)."

step 2

To write this as a power function equation, we use the form $A = k s^2$, where $k$ is a constant of proportionality

step 3

Therefore, the power function equation is $A = k s^2$

Answer

$A = k s^2$

Key Concept

Power Function Equation

Explanation

The area of a square varies directly as the square of its side length, which can be expressed as $A = k s^2$, where $k$ is a constant.

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