Question

A rectangle play area is eight yards long the expression fifty six plus eight x represent the area of the play area in square yards what expression represent the width of the play area yards

Answer 1

Step-by-step explanation:

Given A rectangle play area is eight yards long the expression fifty six plus eight x represent the area of the play area in square yards what expression represent the width of the play area yards

• Given length = 8 and area = 56 + 8 x
• Now we know that area of rectangle = length x breadth
•                                                          = length x width
•  Or width = Area / length
•                    So width = Area / length
•                 So width = 56 + 8 x / 8
•               So width = 8 (7 + x) / 8
•             Or width = 7 + x  yards

Reference link will be

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Answer 2

The width of the rectangle is (7 + x) yards.

Step-by-step explanation:

The rectangular play area is 8 yards long (L).

Now, the area of the rectangular play area (A) is given by (56 + 8x).

We have to calculate its width (W).

Now, we know that A = LW

⇒ $W = \frac{A}{L} = \frac{56 + 8x}{8} = 7 + x$

Therefore, the width of the rectangle is (7 + x) yards. (Answer)