A square has side lengths of x inches. What quadratic inequality represents the area of the square being no more than 121 square inches?

Question

Write the quadratic inequality that represents the description.

(1 point)
The quadratic inequality that represents the area of the square being no more than 121 square inches is $$
.

Answer 1

The area \( A \) of a square with side length \( x \) inches is given by the formula:

\[ A = x^2 \]

We want to represent the condition that the area is no more than 121 square inches. This can be expressed as:

\[ x^2 \leq 121 \]

Thus, the quadratic inequality that represents the area of the square being no more than 121 square inches is:

\[ x^2 \leq 121 \]