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Step-by-step explanation:
Answer:
volume of the cylinder (V) = 34650 cm³
Explanation:
Let the base radius of a cylinder = r cm
height (h)= 25cm
i) Circumference of the base of a cylinder (C) = 132 cm [given]
=> 2πr = 132
\implies 2\times \frac{22}{7}\times r = 132⟹2×
7
22
×r=132
\implies r = \frac{132\times 7}{2\times22}⟹r=
2×22
132×7
\implies r = 3 \times 7⟹r=3×7
ii ) Volume of the cylinder (V)
= \pi \times r^{2}\times hπ×r
2
×h
= \frac{22}{7}\times 21^{2}\times 25 cm^{3}
7
22
×21
2
×25cm
3
= 34650 cm^{3}34650cm
3
Therefore,
volume of the cylinder (V) = 34650 cm³
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