In a two$-$player, one$-$shot simultaneous$-$move game each player can choose strategy A or strategy $8.$ liboth playes cocses stiman $4$ each earns a payoff of $$400.$ If both players choose strategy B$,$ each earns a payoff of $$200.$ If player $1$ chocses stratrey A and $2$ chooses strategy B$,$ then player $1$ earns $$100$ and player $2$ earns $$600.$ If player $1$ chooses strategy $8$ and playe $2$ coccuer stity A$,$ then player $1$ earns $$600$ and player $2$ earns $$100.$

a$.$ Write the above game in normal form.

$\backslash$table$[[$Player $1,$Player $2,B$