1

Problem

The rectangle has a perimeter of 86 meters and a length of 25 meter. Find the width.

2

Step

Perimeter (p) of rectangle is given,

86 mtrs

3

Step

Length of rectangle is given,

25 mtrs

4

Step

We need to determine the width value in this context.

5

Formula

Perimeter (p) of rectangle is p = 2(l + w).

6

Step

Substitute the values

86 = 2(25 + w)

7

Step

Subtract 50 on both sides

86 = 50 + 2w
86 - 50 = 2w
2w = 36

8

Step

Divide 2 on both side

\$(2w)/2 = 36/2\$

9

Solution

The width of a rectangle is 18 meters.

10

Sumup

Please summarize steps

Choices

11

Choice-A

The rectangle’s width differs from the calculated value, suggesting an inaccurate response or calculation error

Wrong 13 meters

12

Choice-B

The rectangle’s width differs from the calculated value, suggesting an inaccurate response or calculation error

Wrong 11 meters

13

Choice-C

The rectangle’s width differs from the calculated value, suggesting an inaccurate response or calculation error

Wrong 15 meters

14

Choice-D

The rectangle’s width matches the calculated value, confirming the accuracy of the provided answer

Correct 18 meters

15

Answer

Option

D

16

Sumup

Please summarize choices