A small company manufactures a certain item and sells it online. The company has a business model where the cost C, in dollars, to make x items is given by the equationC=203x+50 and the revenue R, in dollars, made by selling x items given by the equation R = 10x. The break-even point is the point where the cost and revenue equations intersect. Part B:
How many items must the company sell to break even? What is the Revenue? Provide evidence to support your answer algebraically. Write your answer in complete sentences