MATH 205 Midterm: MATH 205 KSU Test 3s03

• School: Kansas State University
• Department: Mathematics
• Course: MATH 205
• Professor: All

Document Summary

For full credit, show your work in detail. Total: 100 #1 #2 #3 #4 #5 #6 #7 #8 #9. The values of the derivative of a function are given in the following table: x f (x) Indicate each of them as a local minimum or a local maximum. Find the in ection point(s) of y = x3 6x2 + 21x + 9. Find the global maximum and global minimum of the function y = x 2 ln x over the interval 1 x 3. page 2. The number n of customers will purchase a new product after t days it has come to the market is given by the logistic model: Find the limiting capacity of customers that will buy this product. How many customers buy this product as soon as it is avaliable to the market ? c (5 pts). Approximately when is the number of the customer growing fastest ? (show your work).