The radius of a small ball is around 4.89796 cm. the radius of a basketball is about 2.45 times larger. what is the ratio of the
surface areas of the small ball and a basketball?
1 answer:
Formula for surface area of a sphere of radius r is A = 4pi*r^2.
The same formula, for the case where the radius is 2.45 times greater, comes out to A = 4pi*[2.45r]^2.
Just find the ratio of
4pi*r^2 to 4pi*[2.45r]^2. It is 1/6.
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a + b = 180
37.45 + b = 180
b = 180-37.45 = 142.55
I think it’s answer B. Because % to decimal is 6.14% divided by 100 so the decimal would move to the left two places which in 0.0614
I now completely sure but I think that’s right
Sorry but you didn’t provide a question, this is a statement.
Answer:
Step-by-step explanation:
153+12x-3=13+x
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