Which of the following statement is correct regarding \(p-V\) graph? 1. Slope of \(p-V\) graph in an…
- 1, 3, 4 are correct
- 2, 3 are correct
- 1, 4 are correct
- 2,3,4 are correct
Solution

For isothermal process, slope of \(p-V^{\prime}\) curve \(\frac{d p}{d V}=-\frac{p}{V}\) (ii) Slope of \(p-V\) group in an adiabatic process is \(-\frac{p}{V}\), which is wrong.

Because slope of \(p-V\) graph in an adiabatic process is \(-\frac{\gamma p}{V}\). (iii) Slope of \(p\) - \(V\) graph in an isochoric process is \(-\frac{\gamma p}{V}\) this option is wrong. Because slope of \(p-V\) graph for isochoric process is \(\frac{d p}{-\frac{d V}{V}}-\frac{d V}{V}=\frac{d p}{0}=\infty\)

(d) Slope of \(p-V\) graph in an isobaric process is zero. This option is correct.

\(p-V\) curve is a straight line parallel to volume axis, slope of \(p\) - \(V\) curve for an isobaric process \(\frac{d p}{d V}=0.\)
Asked in: AP EAMCET 2019 (22 Apr Shift 1)