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Two cylinders of equal radius 3m have their axes at right angles. Find the volume of the common

part.​


Sagot :

Problem:

Two cylinders of equal radius 3m have their axes at right angles. Find the volume of the common part.​

Solution:

[tex]\[\begin{array}{l}V = \frac{{16{r^3}}}{3}\\\\V = \frac{{16{{(3)}^3}}}{3}\\\\V = 144{m^3}\end{array}\][/tex]

Answer:

The volume of the common part is 144 m³

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