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S URFACE A REAS OF S PHERES. Surface Area of a Sphere Find the surface area of the sphere. Round to the nearest tenth. S=4  r 2 Surface area of a sphere.

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Presentation on theme: "S URFACE A REAS OF S PHERES. Surface Area of a Sphere Find the surface area of the sphere. Round to the nearest tenth. S=4  r 2 Surface area of a sphere."— Presentation transcript:

1 S URFACE A REAS OF S PHERES

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3 Surface Area of a Sphere Find the surface area of the sphere. Round to the nearest tenth. S=4  r 2 Surface area of a sphere =4  (4.5) 2 Replace r with 4.5. ≈254.5Simplify. Answer:254.5 in 2

4 A.462.7 in 2 B.473.1 in 2 C.482.6 in 2 D.490.9 in 2 Find the surface area of the sphere. Round to the nearest tenth.

5 Use Great Circles to Find Surface Area A. Find the surface area of the hemisphere. Find half the area of a sphere with the radius of 3.7 millimeters. Then add the area of the great circle.

6 Use Great Circles to Find Surface Area Surface area of a hemisphere Answer: about 129.0 mm 2 Replace r with 3.7. Use a calculator. ≈ 129.0

7 Use Great Circles to Find Surface Area B. Find the surface area of a sphere if the circumference of the great circle is 10  feet. First, find the radius. The circumference of a great circle is 2  r. So, 2  r = 10  or r = 5.

8 Use Great Circles to Find Surface Area Answer: about 314.2 ft 2 S=4  r 2 Surface area of a sphere =4  (5) 2 Replace r with 5. ≈314.2Use a calculator.

9 Use Great Circles to Find Surface Area C. Find the surface area of a sphere if the area of the great circle is approximately 220 square meters. First, find the radius. The area of a great circle is  r 2. So,  r 2 = 220 or r ≈ 8.4.

10 Use Great Circles to Find Surface Area Answer: about 886.7 m 2 S=4  r 2 Surface area of a sphere ≈4  (8.4) 2 Replace r with 5. ≈886.7Use a calculator.

11 A.110.8 m 2 B.166.3 m 2 C.169.5 m 2 D.172.8 m 2 A. Find the surface area of the hemisphere.

12 A.100.5 ft 2 B.201.1 ft 2 C.402.2 ft 2 D.804.3 ft 2 B. Find the surface area of a sphere if the circumference of the great circle is 8  feet.

13 A.320 ft 2 B.440 ft 2 C.640 ft 2 D.720 ft 2 C. Find the surface area of the sphere if the area of the great circle is approximately 160 square meters.


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