Hi, I feel so confused about this question, can you give me a detailed answer for this question?

Consider the following variant of the Bank Run game we covered in the class where player 1 has one type and player 2 has two types. 112 W R 1 12 W R JS 50, 50 100, 0 W 50, 50 100, 0 R 0, 100 150, 150 R 0, 100 0,0 Type I Type II Probability: p Probability: 1 - p For which value of p does Player 1 choose R in Bayesian Nash equilibrium? O a. o O b. 0.2 O C. 0.3 O d. 0.6