Question

MAT 125 6.2 Worksheet - Part of Chapter 6 Project ame To find the optimal solution in an application with Calculus Step 1) Read and understand the problem o Write the information in a table or in a clearly labeled diagram o Assign variables to the unknown quantities in your table or diagram. o Be clear on what is known and what is to be found. Step 2) Combine the information into a function Write a primary equation that represents the quantity to be maximized or minimized o This equation may initially have more than one independent variable. Set up a secondary equation if necessary that relates the quantities in the primary equation. Reduce the primary equation to a function that only contains one independent variable o o Step 3) Use Calculus Section 6.1 to find the maximum or minimum of the desired quantity Keep your work legible so you can correct any errors Double check whether you found a maximum or a minimum- use the second derivative test o o Step 4) Check your answer - does it make practical sense? Look back over your work to check for any errors Looking back will also help solidify the solution method. o o Step 5) Answer the original question with the correct units. wast to misimize the total cost of the material Assuming the mueniall o the bhase and the eylindrical the can A group has boon collecting aluminum for cycling They hove aaly collactod 17,000 t of lamamam, and can collect at a rate of 500 b per day dammetythryco㎷ 90 per hnhd pounds of aluminum; however he company amanod will lowα prae, dating mmediately by S0 13 per hundeed pounds per dy. The pp cmlymake one tri o the recycding center. what is best day ธ1f the trip.tomanue their total bute?

Answer 1

8 2 61 (T-+.RS 3구

6 ラ 2. (2)12 3 2 3 anuuer complebl makos sese = 3 inch

I can only answer 1 question at a time so I am solving question 4  

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