this is chance strategy and choice problem. pls answer in step. pls all subpart ,

14.8 (Bridge) The card game Bridge is played with four players split into two teams. The cards are dealt out completely so that each player has I?- cards. We will not describe the play of the game but simply mention that the number of cards a player has in each suit plays a critical role. Long suits are assets in bridge. The list of the number of cards in each suit is called the distribution of the hand. For example, a distribution of [5.4. 3, 1] means that the player has one S-eard suit, one 4-card suit, one 3 card suit, and one suit with just one card. Notice that the four numbers describing a distribution always add to 13. Compute the probabilities of the following distributions. In each case. you should use the suits-rst method. That is, assign suits to the distribution numbers (counting the number of ways to do this) and then choose the card values for each suit. (a) [5.4.3.1] (bi [14.2.0] (c) [6.6.1.0] (d) 'I'wo live-card suits (e) One seven-card suit