A computer store sells two types of laptops, an all-purpose laptop and a gaming laptop. The supplier demands that at least 150 of these laptops be sold each month. Experience shows that most consumers prefer all-purpose laptops, but some younger consumers prefer gaming laptops. The result is that the mumber of all-purpose laptops sold is at least twice the number of gaming laptops sold. The store pays its sales staff a $82.90 commission for each all-purpOse laptop sold and a $49.64 commission for each gaming laptop sold. How many of each type of laptop should be sold to minimize commission? You are not being asked to solve this problem completely! Only do the parts as outlined below, You do not have to determine the number of each type of laptop that minimizes commission, (a) What is the objective? (b) Define the variables to use to solve this problem. (e) Write the objective function using the variables you defined in part (b). (d) Write the constraints of the problem.

A computer store sells two types of laptops, an all-purpose laptop and a gaming laptop. The supplier demands that at least 150 of these laptops be sold each month. Experience shows that most consumers prefer all-purpose laptops, but some younger consumers prefer gaming laptops. The result is that the mumber of all-purpose laptops sold is at least twice the number of gaming laptops sold. The store pays its sales staff a $82.90 commission for each all-purpOse laptop sold and a $49.64 commission for each gaming laptop sold. How many of each type of laptop should be sold to minimize commission? You are not being asked to solve this problem completely! Only do the parts as outlined below, You do not have to determine the number of each type of laptop that minimizes commission, (a) What is the objective? (b) Define the variables to use to solve this problem. (e) Write the objective function using the variables you defined in part (b). (d) Write the constraints of the problem.

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

See similar textbooks

Similar questions

Solue for 2. + Zax %3D
It takes Doug 3 days to reroof a house. If Doug's son helps him, the job can be completed in 2 days. How long would it take Doug's son, working alone, to do the job?
4.5x + 3.2y = 7.7 10.9x – 0.8y = 0.1
Fire departments in your county have an average benchmark of 6 minutes on a fire call from the time the 911 operator takes the call to the time the first firefighter arrives on the scene. This 6-minute average includes a 1-minute call handling time from when 911 gets the call to when they notify the fire department. There is a 1-minute time from when the firefighters are notified to when they get out of the fire station. Then they have 4 minutes from when they leave the station to when they arrive on scene. Two fire departments in your county are being compared. From one fire department, a random sample of 10 calls has a mean of 6.51 minutes total with a standard deviation of 0.26 minutes. From the other fire department, a random sample of 11 calls shows a mean of 6.42 minutes with a standard deviation of 0.19. Construct a 90% confidence interval for the difference in the mean call time between the two fire departments. Fire departments in your county have an average benchmark of 6…
3x-y=10 4. 2y=6x-4 continued
true or false If 6 is subtracted from three times a number, the result is 24
A third of number y equals half of 100. nimbery =
10-X 3.
fump. can drain a pond in Ghrs. large A Smaller Pump can drain the pond in 9hrs. How long will it' take AAln to drain the pond ušing both Pumps. (3 3/5hr)
what is 3 less than 8times a number