FIND THE BREAK-EVEN POINT FOR THE GIVEN COST AND REVENUE FUNCTIONS INSTRUCTION: Show your solution Step by Step then box your final answer 1. Find the number of units (x) that must be sold to break even if a manufacturer has these given total cost and total revenue functions: C(x) = 300x + 2500 and R(x) = 350x a. Find the break even point. b. Evaluate the C(x) Cost function c. Evaluate the R(x) Revenue Function 2. A printing press distributes college textbook in Mathematics and sells them for Php 550.00 pesos each. Assuming that the total cost function is linear, the total cost for 100 is Php 15,000.00 while the total cost 150 college textbook is Php 25,000.00. How many Math college textbook must be sold to break even? Find the slope between the given points. b. Write the slope-intercept form of C(x) c. Find the break even point. d. Evaluate the C(x) Cost function e. Evaluate the R(x) Revenue Function