The mass of spherical cannonballs is directly proportional to the cube of their diameter. A cannon ball of diameter 100 cm must be decreased to a diameter of y cm if its mass is to be halved. Find y.
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910m
Given, diameter of spherical ball(d)=1cm=0.01m
Radius of spherical ball(r)=20.01m Density of spherical ball(p)=5×103kg m-3
Density of liquid(o)=3×103kgm-3
Coefficient of viscosity (n)-0.1Nsm-2
We know that,
V=92ngr2(0-0)
v=9x(2)2×0.12×10×(0.01)2×(5×103-3×103)
v=910ms-1
Now, S=vt
S-910x1
S=910m
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