SOLUTION: it was found that the number of minutes a patron will wait in line at the bank is equal to 2.75 times the number of people ahead of him or her divided by the number of tellers. if
Algebra.Com
Question 206819This question is from textbook algebra 1 an integrated approach
: it was found that the number of minutes a patron will wait in line at the bank is equal to 2.75 times the number of people ahead of him or her divided by the number of tellers. if there are 20 people ahead of a patron and 5 tellers, how long will that patron wait in line?
This question is from textbook algebra 1 an integrated approach
Answer by Earlsdon(6294) (Show Source): You can put this solution on YOUR website!
Let W = wait time, C = number of customers ahead of the patron, and T = the number of tellers.
The wait-time in minutes can be expressed by the equation:
Substitute C = 20 and T = 5.
Evaluate.
minutes.
RELATED QUESTIONS
Email: sfmaharshi@gmail.com
I'm stuck with this problem. Can you please help me... (answered by ewatrrr)
a Bank has 2 tellers. customers arriving at the bank vary between 1 and 6 per minute.... (answered by stanbon)
The time patrons at the Grande Dunes Hotel in the Bahamas spend waiting for an elevator... (answered by stanbon)
I am having a lot of difficulties answering these questions if anyone could please help... (answered by stanbon)
Wendy's Drive-Through Fast-food restaurants spend quite a bit of time studying the amount (answered by ewatrrr)
this is a different one our instructor wrote for us. I have not a clue how to begin.... (answered by tutorcecilia)
this is a different one our instructor wrote for us. I have not a clue how to begin.... (answered by Earlsdon)
the waiting time x at a certain bank is approximately normally distributed with a mean of (answered by ewatrrr)
goodday please help with this four(4) questions.
1. There are 23 clerks amongst the... (answered by ikleyn)