Perimeter & Area Quiz

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The rectangle on the gride below shows the shape and size of a picture frame Betty bought.

What is the perimeter of the picture frame?

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The picture below shows the length and width of a tennis court.
Which equation below can be used to find the PERIMETER of the tennis court?

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Mrs. Moody was looking at new houses. The dimensions of a kitchen are below. What is the perimeter of the kitchen below?

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Look at the rectangles to help you choose the best statement below.

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Nancy bought a picture frame that has a perimeter of 16 inches. Which of the following dimensions have a perimeter of 16 inches? Hint: draw out a rectangle.

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The garden below was divided into two regions - one for carrots and one for peas.
Which expression represents the AREA, in square units, or the whole garden?

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Mrs. Justo is putting in a new wood floor in her family room. How much AREA will she need to cover?
Hint: make 2 rectangles to help you solve & find area of each *remember AREA = Length x Width

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Mrs. Corbett was building a garden. She knows that the total PERIMETER is 36 meters. One side is 15 meters. What is the length of side H?

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The third graders were making a garden with lettuce and green beans. The dimensions of the lettuce garden are 2 feet by 6 feet. The dimensions of the green bean garden are 5 feet by 10 feet.
What is the AREA of the garden where only green beans will be planted? (hint: this is a multi-step problem)

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The grid shows the size of five different figures. Which two figures have the same AREA?

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Look at the cucumber garden below to answer the following question.
What smaller arrays could the cucumber garden be broken into? (hint: remember to break the shape into 2 smaller rectangles)

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Mrs. Lehane is covering her bulletin board with fabric. She knows that the AREA of the board is 30 square feet, but she can't remember the dimensions of each side. Which of the following could be the dimensions of Mrs. Lehane's bulletin board? (hint: solve for each to help you)

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The AREA of Patti's floor is 24 square feet. Select all the floors that could be Patti's. There are 3 correct answer choices.

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Which rectilinear figure has an AREA of 14 sq. units?

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Mrs. Corbett wants to buy border to put around her bulletin board. She knows that the board is a perfect square which has 4 equal sides. She knows she needs 32 feet of border. What equation below could help Mrs. Corbett find the length of each side?

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Which rectilinear figures have the same PERIMETER, but different AREAS?

1

The rectangle on the gride below shows the shape and size of a picture frame Betty bought. What is the perimeter of the picture frame?

The picture below shows the length and width of a tennis court. Which equation below can be used to find the PERIMETER of the tennis court?

Mrs. Moody was looking at new houses. The dimensions of a kitchen are below. What is the perimeter of the kitchen below?

Look at the rectangles to help you choose the best statement below.

Nancy bought a picture frame that has a perimeter of 16 inches. Which of the following dimensions have a perimeter of 16 inches? Hint: draw out a rectangle.

The garden below was divided into two regions - one for carrots and one for peas.Which expression represents the AREA, in square units, or the whole garden?

Mrs. Justo is putting in a new wood floor in her family room. How much AREA will she need to cover?Hint: make 2 rectangles to help you solve & find area of each *remember AREA = Length x Width

Mrs. Corbett was building a garden. She knows that the total PERIMETER is 36 meters. One side is 15 meters. What is the length of side H?

The third graders were making a garden with lettuce and green beans. The dimensions of the lettuce garden are 2 feet by 6 feet. The dimensions of the green bean garden are 5 feet by 10 feet. What is the AREA of the garden where only green beans will be planted? (hint: this is a multi-step problem)

The grid shows the size of five different figures. Which two figures have the same AREA?

Look at the cucumber garden below to answer the following question.What smaller arrays could the cucumber garden be broken into? (hint: remember to break the shape into 2 smaller rectangles)

Mrs. Lehane is covering her bulletin board with fabric. She knows that the AREA of the board is 30 square feet, but she can't remember the dimensions of each side. Which of the following could be the dimensions of Mrs. Lehane's bulletin board? (hint: solve for each to help you)

The AREA of Patti's floor is 24 square feet. Select all the floors that could be Patti's. There are 3 correct answer choices.

Which rectilinear figure has an AREA of 14 sq. units?

Mrs. Corbett wants to buy border to put around her bulletin board. She knows that the board is a perfect square which has 4 equal sides. She knows she needs 32 feet of border. What equation below could help Mrs. Corbett find the length of each side?

Which rectilinear figures have the same PERIMETER, but different AREAS?

Which one of the following statements is true about area and perimeter?

The rectangle on the gride below shows the shape and size of a picture frame Betty bought.

What is the perimeter of the picture frame?

The picture below shows the length and width of a tennis court.
Which equation below can be used to find the PERIMETER of the tennis court?

The garden below was divided into two regions - one for carrots and one for peas.
Which expression represents the AREA, in square units, or the whole garden?

Mrs. Justo is putting in a new wood floor in her family room. How much AREA will she need to cover?
Hint: make 2 rectangles to help you solve & find area of each *remember AREA = Length x Width

The third graders were making a garden with lettuce and green beans. The dimensions of the lettuce garden are 2 feet by 6 feet. The dimensions of the green bean garden are 5 feet by 10 feet.
What is the AREA of the garden where only green beans will be planted? (hint: this is a multi-step problem)

Look at the cucumber garden below to answer the following question.
What smaller arrays could the cucumber garden be broken into? (hint: remember to break the shape into 2 smaller rectangles)