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Find h if A = 80π and r = 5
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* The formula for the surface area of a cylinder is A = 2πr(r + h). Find h if A = 80π and r = 5
so sorry 3
if u know the formula then u can solve this one and i nm noticing u test people
\[A = 2 \pi r ( r+ h)\] \[80 \pi = 2 \pi (5)(5+h)\] \[8 = 5 + h\] h = 8 - 5 h = 3
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Can you do this problem step by step with me to explain it?
\[A = 2 \pi r ( r+ h)\] \[80 \pi = 2 \pi (5)(5+h)\] \[80 \pi = 10 \pi (5+h)\] Divide 10 pi on both sides. \[\frac{80 \pi}{10 \pi} = (5+h)\] \[8 = 5 + h\] h = 8 - 5 h = 3
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