Question

The width of a rectangle is 33cm. The perimeter is at least 776 centimeters. Hat would the inequality be?

Answer 1

So, I'm assuming you need to find the inequality of the length of the rectangle. So, since we know the perimeter of a rectangle is:
$P = 2(l+w)$

And you are given the w (width), and also given that the perimeter's at least 776cm:
$772 \geq 2(33+l)$

We just solve for l:
$772 \geq 66+2l$
$706 \geq 2l$
$\frac{706}{2} \geq l$
$353 \geq l$

So your answer is:
$l \leq 353$