A cube side 4 cm contains a sphere touching its side. Find the volume of gap in between.
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volume of cube = a^3
volume of cube = (4)^3
volume of cube is 64 cm ^3
radius of the circle is half of the side if the cube
so radius is 4/2 cm
2 cm
volume of sphere =4/3Πr^3
volume of sphere = 33.2 cm ^3
volume of gap in between is 64cm^3 - 33.2cm^3
volume of gap in between is 30.8 cm ^3
volume of cube = (4)^3
volume of cube is 64 cm ^3
radius of the circle is half of the side if the cube
so radius is 4/2 cm
2 cm
volume of sphere =4/3Πr^3
volume of sphere = 33.2 cm ^3
volume of gap in between is 64cm^3 - 33.2cm^3
volume of gap in between is 30.8 cm ^3
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