A cube of side a and
density p is kept in
the liquid of density -
2p as shown in the
figure. Find out the
time period of
oscillation if the
block is pressed
vertically downwards
through a distance ,
(slightly).
Answers
Answered by
1
Answer:T=2 π
k
m
Here Mass of the cube is m=( p
0
)(a
3
)
Since the cube is pushed very slightly so the part dipped into the water is very negligible
Spring constant for a negligible distance k=ρ
1
× bottom surface area of cube ×g=ρa
2
g
∴ T=2 π
ρ g
ρ
0
a
Explanation:
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