Can anyone help me answer this Activity? This is about in BASIC CALCULUS. SHOW YOUR COMPLETE SOLUTION AND I WILL RATE YOU HIGH!!! THANK YOU!

Title Maximize that Profit! Timeline Week 4 Objectives Solve the minimum and maximum value of a function using the rules of differentiation. Tools Notebook, Pen, and Dictionary 1. After discovering what limits are, it's time to learn differentiation and its application. 2. Do your best to solve the problem below. 3. A liquid form of antibiotic manufactured by a pharmaceutical firm is sold in bulk at a price of P200 per unit. The total production cost (in pesos) for x units is C(x) = 500, 000 + 80x + 0. 003x and the production capacity of the firm is at most 30,000 units in a specified time. a. Find the revenue function. b. Find the cost function. c. Find the profit function. d. How many units of antibiotics must be manufactured and sold in that time to maximize the profit? 4. If anything troubles you or if you find the activity a little difficult, you can read the wiki on Derivatives for guidance. 5. Write your answers in your notebook