e cube of. Side
uniform plessure
tional change
al is
P from
of its
subjected to a
All Slides Then the
side if its Bull
Modulus
is k
o
sy eie
cze (1)
JP
Answers
Answered by
53
Answer:
We know that
B=
V
ΔV
−ΔP
Let the initial volume be V. Then
ΔV=
B
−P
V
Expansion to get same volume as initial
=−ΔV=
B
P
V
We know that thermal volume expansion
ΔV
thermal
=(V)(y)(ΔT)
Here ΔT=Δt
o
C;−ΔV=ΔV
thermal
So, (
B
P
)V=V(y)(ΔT)⇒
By
P
=Δt
There is an increment of
yB
P
in temperature to get same volume as initial
Explanation:
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