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Answer:
Explanation:
Surface Area of circle on top of cylinder:
= πr²
= π(d÷2)²
= π(10÷2)²
= π(5)²
= 25π
Volume of Cylinder:
= 25π × h
= 25π × 20
= 500π
= 1570.8 cm³ (to 1 decimal place)
V = 1570.796327 cm^3
V= pi *r^2h
diameter = 2 * radius
10 = 2r
r = 5
substitute in what we know
V = pi *( 5^2) * 20
V = pi * 25 * 20
V = pi *500
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