(a) Find the area of the figure. yd2 (b) Find the perimeter of the figure. yd

Q: 4 PT - 10 cm WO = 5 cm and RS= 4 cm, find the %3D perimeter A PQR .

A: The perimeter is:-

Q: You cut a styrofoam ball in half for a project. Find the surface area of each half of the styrofoam…

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Q: Use formulas to find the area of the figure. 3 yd 6 yd b.. 15 yd 10 yd

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Q: the area of the square shown. 6 cm Area = Enter your next step here cm2

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Q: Find the area of the figure. (Sides meet at right angles.) 9 yd 7 yd 3 yd 3 yd yd yd 3 yd 7yd

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Q: 10 km 10 km

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Q: Use decomposition to find the area of the figure. 7 mi 10 mi 4 mi The area is square miles.

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Q: D A B What is the area of the rectangle shown?

A: Here we can find the area of rectangle ABCD as below

Q: Find the area of each rectangle. (b) 6 cm Ca) 3 in. 2 cm 8 in. 7 m (d) 9 yd 6 yd C 5 m 5 ft (f) 6 cm…

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Q: Find the perimeter. Use 3.14 for n. (Assume d = 4.05 ft.) %3D ft d

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Q: 10 m Jom 8 m 4 m What is the area of this hexagon? O 36 sq. m O 50 sq. m O 32 sq. m O 80 sq. m

A: The figure is given by To evaluate : The area of the hexagon

Q: Find the area of the following figure: 7 15

A: Area of a composite can be found by dividing the area into known figures. We can find the area…

Q: 26 ft H6ft 20 ft 61t

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Q: Find the area of the kite. 2 m 3 m 4 m 3 m

A: The area of a right angle triangle is given below: Area=12×Base×Height

Q: please show work/process

A: Question 3:The canvas is a rectangle. So to find the area, we need to find the length of the…

Q: Find the area of the regular pentagon with radius 7 mm. The area of the pentagon is (Do not round…

A: We can use the concept of regular polygon in order to solve the given problem.

Q: Find the area of the composite figure

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Q: Find the side length s of the square. Area 36 %3D 49 yd2

A: To find The side length s of a square

Q: 3 cm 14 cm -5 cm 5 cm 10 cm

A: We have to calculate area and perimeter of surrounding garden

Q: Find the area of the figure pictured below. 12 yd Area = 3 yd 8 yd yd² 2 yd

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Q: In the figure on the right, assume that the distance between adjacent dots in a row or column is 1…

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