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The area of a square is the (perimeter/4)^2.

The perimeter is 52, so 52/4=13.

13^2 is 169.

The area of the square is 169 cm.^2.

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Q: What is the area of a square with a perimeter of 52 centimeters?
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What is the least possible perimeter for a rectangle with an area of 169ft2?

52 ft


What is the perimeter of a room with an area of 169 square feet?

Yopu can't tell the dimensions from knowing the area.-- The smallest possible perimeter would result from a circular room with diameterof 14 feet 8.03 inches. Then the perimeter is 46feet 1inch .-- If the room has straight sides, then the smallest possible perimeter results froma square room with 13-ft sides. Then the perimeter is 52feet.-- The perimeter can be anything greater than 52 feet. If the room is a rectangle,then the longer and skinnier it is, the greater the perimeter is.10-ft x 16.9-ftArea = 169 square feetPerimeter = 53.8 feet6.5-ft x 26-ftArea = 169 square feetPerimeter = 65 feet5-ft x 33.8-ftArea = 169 square feetPerimeter = 77.6 feet3.25-ft x 52-ftArea = 169 square feetPerimeter = 110.5 feet2-ft x 84.5-ftArea = 169 square feetPerimeter = 173 feet1-ft x 169-ftArea = 169 square feetPerimeter = 340 feet


What is the least possible perimeter for a rectangle with an area of 169 ft?

52 (13•4)


What is the area of a square with a perimeter 52 cm?

The formula for area is LXW. (Length times width). So the equation would be 52cm multiplied by 52cm. 52X52=2704. Your answer would be 2704cm2 (dont forget to add the unit (cm) and the exponent!(2=squared)) Hope this helped! :)


How do you convert area to perimeter?

Converting perimeter, the linear distance around the outside of a shape, to the area of the shape has no "general" formula. Each shape has its own characteristics, and we must apply different ways to find the area enclosed by a given perimeter for each shape. It is the geometry of the shape that will direct our efforts. Let's look at some shapes for a given perimeter and see what's up. If we have a square with a perimeter of 20, we know we have a shape with 4 equal sides which add up to 20. Our 20 divided by 4 is 5. That's 4 sides of length 5 (5 + 5 + 5 + 5 = 20), and the area equal to the square of a side, or 52, or 25 square units. What about a rectangle with a perimeter of 20? Is it a shape with a length of 6 and a width of 4, or it is a length of 8 and a width of 2? Both have the same perimeter, a perimeter of 20. But one has an area of 6 x 4 = 24 square units, and the other has an area of 8 x 2 = 16 square units. See the problem? Fasten your seatbelt. It gets worse. What if we have a circle with a perimeter of 20? The perimeter of a circle is called its circumference, and its equal to pi times the diameter, or pi times 2 times the radius (because a diameter is 2 radii). In the case of the circle, its area is pi times the square of the radius. If we do some math here, we'll find the area of the circle is 100 divided by pi. (We left out showing the work.) That makes the area of the circle about 31.85 square units. We've just converted the perimeter of 4 different geometric shapes into areas. And no two are alike. It wasn't too tough with the square, but we hit a snag with the rectangle. We needed more data. We were lucky with the circle. As shapes become more complex, we need "clues" to solve perimeter-to-area "conversions" for the shapes. There are rules and methods for discovering the area of a shape based on the perimeter and a little bit of other data. And we need bits of data in addition to just the perimeter of the shape, the primary one being the type of geometric figure itself. What if it was a kite? A rhombus or parallelogram? An ellipse? See how "complicated" it can get? As we pick our way through geometry, we start to gain some insight into how we can find out things about these shapes to define and measure them. Good luck picking up the tools to handle the job.