finite math homework

For the following game, give the payoff matrix and decide if the game is strictly determined. If so, determine the optimal strategies for R and C. Suppose that R and C play a game by matching coins. On each play, C pays R the number of tails shown (0, 1, or 2) minus four times the number of heads shown. Enter the values into the payoff matrix below. C H T H R T Is the game strictly determined? O A. No O B. Yes What is the optimal strategy for R? O A. Play the first row and show heads. O B. Play the second row and show tails. O C. There is no optimal strategy for R. What is the optimal strategy for C? O A. There is no optimal strategy for C. O B. Play the second column and show tails. O C. Play the first column and show heads