Find the perimeter of the figure pictured above. (The figure is not drawn to scale and remember to use3.14 for all calculations involving
Perimeter = ? yd
Round answers to 2 decimal places as needed.
Perimeter = ? in
it is a square 29 inches length and 20 yards height
No Figure.
A figure has vertex A(2, -5). The figure is dilated such that A'(6, -15). If the center of dilation is the origin, find the value of k.
To find the perimeter of a square, you add up the lengths of all four sides.
First, let's find the perimeter in yards. Since the height is given in yards and the length is given in inches, we need to convert inches to yards. There are 36 inches in a yard. So, the length of the square in yards is 29 inches / 36 inches/yard = 0.81 yards.
Now, let's calculate the perimeter in yards. Since a square has four equal sides, all the sides of the square are 0.81 yards.
Perimeter in yards = 0.81 yards + 0.81 yards + 0.81 yards + 0.81 yards = 3.24 yards.
Next, let's find the perimeter in inches. Since the length is already given in inches, we don't need to convert anything.
Perimeter in inches = 29 inches + 29 inches + 29 inches + 29 inches = 116 inches.
So, the perimeter of the square is 3.24 yards and 116 inches.