Question

In: Statistics and Probability

A basketball team has 5 players, 3 in ‘‘forward” positions (this includes the ‘‘center”) and 2...

A basketball team has 5 players, 3 in ‘‘forward” positions (this includes the ‘‘center”) and 2 in ‘‘guard” positions.

How many ways are there to pick a team if there are 6 forwards, 4 guards, and 2 people who can play forward or guard?

Solutions

Expert Solution


Related Solutions

Soma recorded in the table the height of each player on the basketball team Basketball Players’...
Soma recorded in the table the height of each player on the basketball team Basketball Players’ Heights (in inches) 66 66 68 57 64 65 67 67 64 65 Construct a normal probability distribution curve for this population! Indicate the number for the mean, 1SD, 2SD and 3SD (both sides of the mea) (1+ 6*0.5=4p)
16#2 The following table provides the starting players of a basketball team and their heights Player...
16#2 The following table provides the starting players of a basketball team and their heights Player A B C D E Height (in.) 75 77 78 81 84 a. The population mean height of the five players is: 79 b. Find the sample means for samples of size 2. A, B: ?¯ = A, C: ?¯ = A, D: ?¯ = A, E: ?¯= B, C: ?¯ = B, D: ?¯ = B, E: ?¯ = C, D: ?¯= C,...
In a game of basketball, a forward makes a bounce pass to the center. The ball...
In a game of basketball, a forward makes a bounce pass to the center. The ball is thrown with an initial speed of 4.3 m/s at an angle of 15 ∘ below the horizontal. It is released 0.70 m above the floor. Part A What horizontal distance does the ball cover before bouncing?
Two basketball players on a school team are working hard on consistency of their performance. In...
Two basketball players on a school team are working hard on consistency of their performance. In particular, they are hoping to bring down the variance of their scores. The coach believes that the players are not equally consistent in their games. Over a 10-game period, the scores of these two players are shown below. Assume that the two samples are drawn independently from normally distributed populations. (You may find it useful to reference the appropriate table: chi-square table or F...
Write a program in C++ to keep statistics for a basketball team consisting of 10 players...
Write a program in C++ to keep statistics for a basketball team consisting of 10 players using parallel arrays. The stats for each player should include the total points, shots attempted, shots made, free throw attempts, free throws made, rebounds, assists, and turnovers. Use functions to perform the following: Calculate the shooting percentage Calculate free throw percentage Print the player's names, shooting percentage, free throw percentage, rebounds, assists, and turnovers. After each player, use "endl" to skip to a new...
This program will store roster and rating information for a basketball team. Coaches rate players during...
This program will store roster and rating information for a basketball team. Coaches rate players during tryouts to ensure a balanced team. A roster can include at most 10 players. (1) Prompt the user to input five pairs of numbers: A player's jersey number (0 - 99) and the player's rating (1 - 9). Store the jersey numbers in one int array and the ratings in another int array. Output these arrays (i.e., output the roster). Ex: (2) Implement a...
A college basket ball team has 15 players, 5 seniors, 8 juniors, and 2 sophomores. Two...
A college basket ball team has 15 players, 5 seniors, 8 juniors, and 2 sophomores. Two players are randomly selected to serve as captain for the next game, what’s he probability both selected are seniors?
Every time a certain basketball team wins, the players become over-confident. In that case, their chance...
Every time a certain basketball team wins, the players become over-confident. In that case, their chance of winning the next game is only 35%. Every time the team loses, the players become angry with themselves and more focused. In that case, their chance of winning the next game is 75% Assuming that the team wins the 1st game, calculate the probability they win the 4th game. Find the equilibrium distribution as well.
Every time a certain basketball team wins, the players become over-confident. In that case, their chance...
Every time a certain basketball team wins, the players become over-confident. In that case, their chance of winning the next game is only 35%. Every time the team loses, the players become angry with themselves and more focused. In that case, their chance of winning the next game is 75% Assuming that the team wins the 1st game, calculate the probability they win the 4th game. Find the equilibrium distribution as well.
Every time a certain basketball team wins, the players become over-confident. In that case, their chance...
Every time a certain basketball team wins, the players become over-confident. In that case, their chance of winning the next game is only 35%. Every time the team loses, the players become angry with themselves & more focused. In that case, their chance of winning the next game is 75%. Assuming that the team wins the first game, calculate the probability they win the fourth game. Find the equilibrium distribution as well.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT