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The front cover of book measures 17/2 inches by 33/5 inches. What is the total distance around(the perimeter of ) the front cover of the book?

User Nwe
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2 Answers

7 votes

Answer:

2(17/2 + 33/5) = 2(8.5 + 6.6) = 2(15.1)

= 30.2 inches

User AZorin
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3 votes

Final answer:

The total distance around (perimeter) of the front cover of the book, which has dimensions 17/2 inches by 33/5 inches, is 60.4 inches.

Step-by-step explanation:

The question asks for the perimeter of the front cover of a book with dimensions 17/2 inches by 33/5 inches. The perimeter of a rectangle is calculated by summing twice the width and twice the length. Here are the steps to calculate the perimeter:

  • Convert the fractional dimensions to decimal form or work with the fractions directly.
  • Multiply the length by 2 to find the total length.
  • Multiply the width by 2 to find the total width.
  • Add the total length and total width to find the perimeter.

Performing the calculations:

  1. Length × 2 = (17/2 inches) × 2 = 17 inches
  2. Width × 2 = (33/5 inches) × 2 = 66/5 inches = 13.2 inches
  3. The total perimeter is 17 inches + 13.2 inches + 17 inches + 13.2 inches = 60.4 inches.
User Allysha
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