Question

which equation corresponds to the following problem? a = 104 square units (1 point) o 8(2n + 6)=104 o 8(n + 6)=104 o 2n + 6 = 8 o 8 + n + n + 6 = 104

Explanation:

Step1: Recall rectangle - area formula

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: Find the length and width of the rectangle

The width of the given rectangle is $8$, and the length is $n+(n + 6)=2n+6$.

Step3: Set up the area - equation

Substitute $A = 104$, $l=2n + 6$, and $w = 8$ into the area formula $A=l\times w$. We get $8(2n + 6)=104$.

Answer:

$8(2n + 6)=104$