MAC 2234 Midterm: Exam-3-Review-MAC-2234

• School: University of Florida
• Department: Math-Calculus & Precalculus
• Course: MAC 2234
• Professor: All

Document Summary

Disclaimer: exam 3 covers chapters 9. 1-9. 4, 10. 1-10. 3, and 11. 1-11. 3. This review may not cover all the material that will be on the exam. Exam 3 can cover any material from the lectures, homework, quizzes, etc. Solutions to these problems will not be released. = x2 + y2, y(0) = 2; nd y(0. 5). Find the indicated probabilities. (a) f (x) = [1, 9] (i) p (x 4) (ii) p (x 4) (iii) p (1 x < 8) (iv) p (x = 3) (b) f (x) = 2xe x2. [0, ) (i) p (x 4) (ii) p (x 2) (iii) p (1 < x < 2) [0, 1: let z be the standard normal random variable. Find the values of z such that: (a) p (z < z) = 0. 8907 (b) p (z > z) = 0. 9678: find the third degree taylor polynomial of the function f (x) centered at x = a.