13. higher order thinking a rectangular poster has an area of 504 square centimeters. the width of the…

13. higher order thinking a rectangular poster has an area of 504 square centimeters. the width of the poster is 14 centimeters. how long is the poster? write equations to show your work.

13. higher order thinking a rectangular poster has an area of 504 square centimeters. the width of the poster is 14 centimeters. how long is the poster? write equations to show your work.

Answer

Explanation:

Step1: Recall the area formula for a rectangle

The area formula for a rectangle is (A = l\times w), where (A) is the area, (l) is the length, and (w) is the width.

Step2: Substitute the known values into the formula

We know that (A = 504) square centimeters and (w = 14) centimeters. So the equation becomes (504=l\times14).

Step3: Solve for the length (l)

To find (l), we use the formula (l=\frac{A}{w}). Substituting the values, we get (l=\frac{504}{14}). [ \begin{align*} l&=\frac{504}{14}\ l& = 36 \end{align*} ]

Answer:

The length of the poster is (36) centimeters.