Hi!
Here is the question:
The company Shirts Galore has figured its total cost of producing and selling x units of T-shirts per month is given by the equation C(x)
120 + 2.5x - 0.0002x
.
a) Write a rational function to represent the average cost of producing and selling a shirt.
b) If the production level is 1200 shirts per month, find the average cost of producing and selling a shirt.
c) If the shirts are sold for $7.98 a shirt, what is the profit realised on producing and selling 1 200 shirts per month?
d) What price must be charged when selling the shirts for a profit of $7368 to be made on 1 200 shirts in one month?
I honestly have no idea how to even start part a. I thought that you couldn't change a quadratic into a rational function?
Any help on this, even where to start is very much appreciated!
Here is the question:
The company Shirts Galore has figured its total cost of producing and selling x units of T-shirts per month is given by the equation C(x)
a) Write a rational function to represent the average cost of producing and selling a shirt.
b) If the production level is 1200 shirts per month, find the average cost of producing and selling a shirt.
c) If the shirts are sold for $7.98 a shirt, what is the profit realised on producing and selling 1 200 shirts per month?
d) What price must be charged when selling the shirts for a profit of $7368 to be made on 1 200 shirts in one month?
I honestly have no idea how to even start part a. I thought that you couldn't change a quadratic into a rational function?
Any help on this, even where to start is very much appreciated!