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Verified Answer :

V = 1/4 x π x d^2 x h
V = 1/4 x π x 20 x 20 x 5
V = 500π cm^3

Volume of a right circular cylinder is equals to \(500\pi cm^{3}\).

What is volume?

" Volume is defined as the total space occupied by any three dimensional object enclosed in it."

Formula used

Volume of a right circular cylinder \(= \pi r^{2} h\)

\(r=\) radius of the right circular cylinder

\(h=\) height of the right circular cylinder

According to the question,

Given,

Diameter of the right circular cylinder  \(= 20cm\)

Radius of the right circular cylinder \('r' = \frac{diameter}{2}\)

                                                                  \(= 10cm\)

Height of the right circular cylinder \('h' = 5cm\)

Substitute the value in the formula to get the volume,

Volume of a right circular cylinder \(= \pi \times 10^{2}\times 5\)

                                                           \(= 500\pi cm^{3}\)

Hence, volume of a right circular cylinder is equals to \(500\pi cm^{3}\).

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brainly.com/question/1578538

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