An ideal gas undergoes a process TV-x = constant. Bulk modulus for that process is (P= pressure)
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a
xP
b
x2P
c
(x+1)P
d
(1-x)P
answer is D.
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Detailed Solution
Given relation is Tv-x=constantfrom ideal gas equation PV=nRT⇒T=PVnR substitute in above equationPVnRV-x=constantPV-x+1= Constant differentiate(-x+1)V-x⋅dV⋅P+V-x+1⋅dP=0−dP.VdV=(-x+1)P Bulkmodulus =−dP.VdV=(1-x)P.