Posted by **Mike** on Monday, June 6, 2011 at 11:24pm.

Suppose the cost of producing x items is given by C(x)=1000-x^3, and the revenue made on the sale of x-items is R(x)=100x-10x^2. Find the number of items which serves as a break-even point.

## Answer This Question

## Related Questions

- word problems in algebra - The cost of producing a number of items x is given by...
- algebra - The cost of producing a number of items x is given by C = mx + b, in ...
- algebra help - The cost of producing a number of items x is given by: C = mx + b...
- algebra help please - Business and finance. The cost of producing a number of ...
- Math - 1. the points A (3,5) and B (6,2) are reflected over the y-axis. find the...
- Pre-Calculus - The profit in dollars in producing x items of some commodity is ...
- math - At a production level of 1400 items, the total cost is $7250 and the ...
- Business - In planning a new item, a manufactuer assumes that the number of ...
- Survey of Calculus - A total revenue function is given by R(x) = 1000(x^2 - 0.1x...
- Business calc - A total revenue function is given by R(x) = 1000(x^2 - 0.1x)^1/2...

More Related Questions