An ideal gas has pressure `p_(0)`, volume `V_(0)` and temperature `T_(0)`. It is taken an isochoric process till its pressure is doubled. It is now isothermally expanded to get the original pressure. Finally , the gas is isobarically compressed to its original volume `V_(0)`. (a) Show the process on a p-V diagram. (b) What is the tempertaure in the isothermal part of the process? (c) What is the volume at the end of the isothermal part of the process?

Explanation

To solve the problem step by step, we will address each part of the question sequentially.

### Step 1: Draw the p-V Diagram

1. **Identify Points**:
- Let point A represent the initial state of the gas with coordinates (V₀, P₀).
- Point B represents the state after the isochoric process where the pressure is doubled, so the coordinates will be (V₀, 2P₀).
- Point C represents the state after the isothermal expansion back to the original pressure, so the coordinates will be (V_C, P₀).
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