To calculate the number of ways to fill the five committee positions, we can multiply the number of options for each position together.
For the faculty member position, there are 2 options (Ms Torres or Mr Brown).
For the male student position, there are 6 options (Felipe, Josh, Miguel, Charlie, Keith, or Bill).
For the female student position, there are 6 options (Chico, Amanda, Linda, Carmen, Nicole, or Lisa).
For the parent position, there are 4 options (Ms Right, Mrs Alexander, Dr Choi, or Mr Hernandez).
For the school board member position, there are 2 options (Mr Martin or Ms Wong).
So, the total number of ways to fill the five committee positions is: 2 * 6 * 6 * 4 * 2 = 288.
Therefore, there are 288 ways to fill these five committee positions.
Kennedy Middle School is going to select a committee the committee will have a faculty member a male student a female student a parent and a school board member here are the positions and the people interested in each
Faculty member: Ms Torres, Mr Brown
Male student: Felipe, Josh, Miguel , Charlie, Keith, bill
Female student: Chico, Amanda, Linda, Carmen, Nicole, Lisa
Parent: Ms Right, Mrs Alexander, Dr Choi, Mr Hernandez
School board member: Mr Martin, Ms Wong
Based on this list how many ways are there to fill five committee positions
5 answers
Recheck your answer
I apologize for the error in my previous response. Let's reevaluate the number of ways to fill the five committee positions.
For the faculty member position, there are 2 options (Ms Torres or Mr Brown).
For the male student position, there are 6 options (Felipe, Josh, Miguel, Charlie, Keith, or Bill).
For the female student position, there are 6 options (Chico, Amanda, Linda, Carmen, Nicole, or Lisa).
For the parent position, there are 4 options (Ms Right, Mrs Alexander, Dr Choi, or Mr Hernandez).
For the school board member position, there are 2 options (Mr Martin or Ms Wong).
To calculate the total number of ways to fill the five committee positions, we multiply the number of options for each position together: 2 * 6 * 6 * 4 * 2 = 288.
Therefore, there are 288 ways to fill these five committee positions.
For the faculty member position, there are 2 options (Ms Torres or Mr Brown).
For the male student position, there are 6 options (Felipe, Josh, Miguel, Charlie, Keith, or Bill).
For the female student position, there are 6 options (Chico, Amanda, Linda, Carmen, Nicole, or Lisa).
For the parent position, there are 4 options (Ms Right, Mrs Alexander, Dr Choi, or Mr Hernandez).
For the school board member position, there are 2 options (Mr Martin or Ms Wong).
To calculate the total number of ways to fill the five committee positions, we multiply the number of options for each position together: 2 * 6 * 6 * 4 * 2 = 288.
Therefore, there are 288 ways to fill these five committee positions.
Reevaluate your response
Apologies for the confusion. Let's reevaluate the number of ways to fill the five committee positions.
For the faculty member position, there are 2 options (Ms Torres or Mr Brown).
For the male student position, there are 6 options (Felipe, Josh, Miguel, Charlie, Keith, or Bill).
For the female student position, there are 6 options (Chico, Amanda, Linda, Carmen, Nicole, or Lisa).
For the parent position, there are 4 options (Ms Right, Mrs Alexander, Dr Choi, or Mr Hernandez).
For the school board member position, there are 2 options (Mr Martin or Ms Wong).
To calculate the total number of ways to fill the five committee positions, we multiply the number of options for each position together: 2 * 6 * 6 * 4 * 2 = 576.
Therefore, there are 576 ways to fill these five committee positions.
For the faculty member position, there are 2 options (Ms Torres or Mr Brown).
For the male student position, there are 6 options (Felipe, Josh, Miguel, Charlie, Keith, or Bill).
For the female student position, there are 6 options (Chico, Amanda, Linda, Carmen, Nicole, or Lisa).
For the parent position, there are 4 options (Ms Right, Mrs Alexander, Dr Choi, or Mr Hernandez).
For the school board member position, there are 2 options (Mr Martin or Ms Wong).
To calculate the total number of ways to fill the five committee positions, we multiply the number of options for each position together: 2 * 6 * 6 * 4 * 2 = 576.
Therefore, there are 576 ways to fill these five committee positions.
5 answers