MAC 2233 Midterm: Exam-1-Additional-Review-Problems-MAC-2233

• School: University of Florida
• Department: Math-Calculus & Precalculus
• Course: MAC 2233
• Professor: All

Document Summary

Mac 2233 review - exam 1, fall 2018: solve for x: 2(x + 1) 1/3x4/3 (x + 1)2/3x 2/3 = 0: perform the operation and simplify the expression. + 1. (a) find (f g)(x) and its domain. (b) find (g f )(x) and its domain: let f (x) = x 1 and g(x) = x. Find f g (x) and its domain: sketch the graph of f (x) = 3 2x x2 by using a formula to nd the vertex. Find the inverse function f 1(x), including its domain. Sketch the graph of both functions: find the inverse of the one-to-one function f (x) = Use the inverse you found to determine the range of f (x). 8(cid:1)x+1: find the inverse of the function f (x) = ex+3 4. Sketch the graphs of both f (x) and f 1(x) on the same plane.