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Grade 5 Maths: Area & Perimeter Problems

The document contains 6 word problems involving calculating the perimeter and area of various rectangular shapes. The problems include finding the width of a park given its perimeter and length, calculating the area of a rectangular room, determining how much carpeting is needed for a 12 by 12 foot room, and finding the length of border needed for a bulletin board, among other related geometry questions.

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717 views1 page

Grade 5 Maths: Area & Perimeter Problems

The document contains 6 word problems involving calculating the perimeter and area of various rectangular shapes. The problems include finding the width of a park given its perimeter and length, calculating the area of a rectangular room, determining how much carpeting is needed for a 12 by 12 foot room, and finding the length of border needed for a bulletin board, among other related geometry questions.

Uploaded by

aanuaarora.409
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
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Grade 5

Maths
Area & Perimeter Word Problems

1.  he perimeter of a rectangular playground is 36 m. If the length of the park is


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6 m, what is the width of the park?

2. A rectangular room measures 15 m by 7 m. What is the area of this room?

3.  mily wants new carpeting for her room. Her room is a 12 ft by 12 ft rectangle.
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How much carpeting does she need to buy to cover her entire room?

4.  liver is decorating the bulletin board in the school’s lobby. The bulletin board is a
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9 ft by 12 ft rectangle. He decides to add a black border around the entire
bulletin board. What is the length of the border that he needs?

5.  he school has a rectangular flower garden that is 5 meters long and 12 meters
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wide. One bag of fertilizer can cover 5 square meters. How many bags will the
school need to buy to cover the entire garden?

6.  he perimeter of a rectangular field is 80 ft and its width is 10 ft. Find the area
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of this field.

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