An ideal gas is found to obey an additional law pv2 = constant. The gas is initially at temperature t and volume v. Then it expands to a volume 2 v, the temperature becomes
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For any ideal gas we have
pV/T=const (Use boyle's and charles's lw to get this value)
From pV^2=constwe can conlude that
T V=const (by putting the value of p=T/V)
Hence, when new volume will be 2V, new temperature will beT/2 so that the equation even on increasing volume remains constant.
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