On the top of cube of mass 'M1' and side 'a' another cube of mass 'M2' and side 'b' is lying. If the upper block is removed l, the decrease in potential energy of the system is (a) M2(a+b)g (b) M2 (a+b/2)g (c) M2(a/2+b)g (c) M2(a+b/2)g don't send the irrevelant answer otherwise it must be reported. okay
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Explanation:
Static Friction between the block is μ
k
M
1
g=.25×100=25N
static friction < applied force
so in this case kinetic friction will be act
f
k
=.12×100N=12N
FBD diagram of both the block as shown
for M
1
block which as acceleration a
1
F−f
K
=10a
1
eq(1)..
40−12=10a
1
a_{1}=2.8ms^{-2}
for M
2
slab which as acceleration
f
k
=30a
2
eq(2)..
12=30a
2
a
2
=0.4ms
−2
solving eq(1)and eq(2)
accleration of slab is 0.4ms
−2
Hence the B option is correct.
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Answer:
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