A cube of side 4 cm contains a sphere touching its sides find the volume of gap in between them with options
Answers
Answered by
1
volume of space=vol.of cube-vol.of sphere
vol. of cube=side cube=4×4×4=64cmsq.
radius of sphere=4/2cm=2cm
vol.of sphere=4/3(pi) (radius cube)
=4/3×22/7×2×2×2cmsq.
therefore, vol.. of gap= 64-(4/3×22/7×8)cmsq.
calculations can be done by you:)
vol. of cube=side cube=4×4×4=64cmsq.
radius of sphere=4/2cm=2cm
vol.of sphere=4/3(pi) (radius cube)
=4/3×22/7×2×2×2cmsq.
therefore, vol.. of gap= 64-(4/3×22/7×8)cmsq.
calculations can be done by you:)
Answered by
2
volume of cube=l^3
=>4^3
=>16×4=64cm^3
volume of sphere=4/3 pie r^3
=>4/3×22/7×4×4×4
=>4/3×22/7×64
=>268.19
volume of gap between them=volume of Sphere - volume of cube
=> 268.19-64
=>196.14cm^3
hope it helps u
mark me as brainliest
thanks
=>4^3
=>16×4=64cm^3
volume of sphere=4/3 pie r^3
=>4/3×22/7×4×4×4
=>4/3×22/7×64
=>268.19
volume of gap between them=volume of Sphere - volume of cube
=> 268.19-64
=>196.14cm^3
hope it helps u
mark me as brainliest
thanks
Similar questions