Math, asked by rakib22, 1 year ago

volume off a frustum of a cone

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Answered by Anonymous
1
Volume of frustum of a cone = π\3 (r1²+r2²+r1xr2)x h

r1 = radius 1
r2 = radius 2
h = height




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Answered by Anonymous
0

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SURFACE AREA VOLUME FORMULAS

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\Large\mathcal\green{FRUSTUM}

 \implies \: tsa = \pi \: l(r1 + r2) + \pi \:  {r1}^{2}  +  \pi {r2}^{2}

 \implies \: csa = \pi \: l(r1 + r2)

 \implies volume =  \frac{1}{3}\pi \: h( {r1}^{2}  + r1.r2 +  {r2}^{2} )

\implies slant \: hieght =  \sqrt{h - ( {r1}^{2} +  {r2}^{2})  }

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