find the radius of the sphere whose surface area is 145 cm square.
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Answer:
Radius is 3.4058 cm
Step-by-step explanation:
Surface area of sphere = 4π
145 cm^2 = 12.56
145/12.56 = r^2
11.54 = r^2
= r
3.4058 cm = r
Answered by
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SA (Surface Area) of a sphere = 4 pi r^2
SA = 145 cm^2
145 = 4 * 22/7 * r^2 [Taking pi as the approximate value which is 22/7]
(145 * 7) / (4 * 22) = r^2
1015 / 88 = r^2
11.53 (approximate value) = r^2
r = root of 11.53
r = 3.39 ( approximate value)
Therefore, the radius of the sphere is 3.39 cm. (Remember, this is only an approximate value!)
Hope this helps you! ~
SA = 145 cm^2
145 = 4 * 22/7 * r^2 [Taking pi as the approximate value which is 22/7]
(145 * 7) / (4 * 22) = r^2
1015 / 88 = r^2
11.53 (approximate value) = r^2
r = root of 11.53
r = 3.39 ( approximate value)
Therefore, the radius of the sphere is 3.39 cm. (Remember, this is only an approximate value!)
Hope this helps you! ~
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