For one mole of an ideal gas, if P = P_(0)/(1+(V/V_(0))^(2)) , where P_(0) and V_(0) are constants. Which of the following are true?

For one mole of an ideal gas, if P = P_(0)/(1+(V/V_(0))^(2)) , where P

1.	For one mole of an ideal gas, if P = P_(0)/(1+(V/V_(0))^(2)) , where P_(0) and V_(0) are constants. Which of the following are true?
Answer» `P = P_0//2 "when " V = V_0` `V = 2 V_0` when `P = P_0` `T = P_0 V_0//2R ` when `V = V_0` `R = P/(TV_0) ` when `P = P_0` Solution :`P = (P_0)/(1 + (V/(V_0))^2)` a) `V = V_0 implies P = (P_0)/2` B) `P = P_0 implies 1 + (V/(V_0))^2 = 1 implies V/(V_0) = 0`. c) `V = V_0 implies P = (P_0)/(2) T = (PV)/(nR) = (P^@ xx V_0)/(2R)`.