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The cone of the volcano has a height of 411 meters and a diameter of 436 meters. Find the volume of thecone. Round your answer to the nearest hundred thousand. Use 3.14 for it.The volume of the cone is aboutIm3

The cone of the volcano has a height of 411 meters and a diameter of 436 meters. Find-example-1
User Tomole
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Answer: We need to find the volume of the volcano, and it can be modeled as a cone and the volume of a cone is:


V_(cone)=\pi r^2(h)/(3)

The values of unknowns from the given question are:


\begin{gathered} \pi=3.14 \\ r=(436)/(2)m=218m \\ h=411m \end{gathered}

Therefore the volume of the cone is:


V_(cone)=\pi\cdot(218m)^2\cdot(411m)/(3)=2.05*10^7m^3

User Aakash Singh
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