Table of Contents
What is the area of the perimeter is 32?
Therefore if a square has a PERIMETER of 32 then its total AREA is exactly 64.
What is the perimeter for 36?
If a square is 36 square feet, then the sides will be 6 feet for each side. 4 6 foot sides will create a perimeter of 24 feet.
How do you find area perimeter?
To find the perimeter, add together the lengths of the sides. Start at the top and work clockwise around the shape. Area of Polygon = (Area of A) + (Area of B) To find the area, divide the polygon into two separate, simpler regions.
What is the length of 36 perimeter?
Correct answer: Since the square root of 36 is 6, the length of 1 side is 6. The perimeter is the length of 1 side times 4 or 6 x 4.
How do you find the perimeter of a rectangle?
Example: find the perimeter of a rectangle Perimeter of a rectangle formula The formula for the perimeter of a rectangle is (width + height) x 2, as seen in the figure below: This is the equivalent of adding all four sides, since opposite sides are of equal length by definition.
What is the area of an 8cm×8cm square?
An 8cm×8cm square has a perimeter of 32cm and an area of 64cm^2, while a rectangle of 6cm×10cm also has a perimeter of 32cm, but an area of only 60cm^2. The square has the greatest possible area which fits your scenario, while a degenerate rectangle of 16cm×0 has no area (neither has a degenerate rectangle of 32cm×0).
How do you find the area of a rectangle with L9?
Using the perimeter formula and area formula, P=2 (L+W), and A=L*W, and P=32, and L=9, we can find 32=2 (9+W), solving for W we find 16=9+W, or W=7. We now have L=9 and W=7. So to find the rectangle’s area we multiply length by width, A=L*W, A=9*7, A=63cm^2,
What are the dimensions of a rectangle in cm?
If we limit the dimensions of the rectangle to whole numbers only, then the rectangle can be (in cm) – 13 x 1, 12 x 2, 11 x 3, 10 x 4, 9 x 5, 8 x 6, or 7 x 7. if the dimensions can be fractional, there is an unlimited number of possible dimensions, like 13.5 x .5, 12.25 x 1.75, etc.