A producer hopes to sell x units at a price of (91 - 0.1x) per unit to country A; hence,
[revenue from country A] = (91 - 0.1x)x

A producer hopes to sell y units at a price of (89 - 0.05y) per unit to country B; hence,
[revenue from country B] = (89 - 0.05y)y

Consider the two market problem where the cost is
C(x, y) = 25,000 + 6x + 5y

part a) Find the profit function. Simplify as much as possible.

P(x,y)= **its an equation**


part b) Find maximum profit P$=


part c) Find the maximum profit when the cost per item in country B changes from $5 to $7 per item. Again, you may use Excel or Maple.

P=$

4/14/2014 1:55:20 PM

not even a request to your peers?

no promise of payment?

no funny backstory?



What Gives K. C. Mosele(y)

4/14/2014 4:30:35 PM