MATH 100 Midterm: MATH 100 KSU Math100S07Exam3

• School: Kansas State University
• Department: Mathematics
• Course: MATH 100
• Professor: All

Document Summary

Write complex answers in a + bi form: (16 points) perform the indicated divisions (warning: synthetic division will not work in (b)). (a) (x3 + 5x2 2x + 5) (x + 3). Quotient= (b) (3x4 8x2 1) (x2 + x 2). You may use your calculator to reduce the possibilities: (2 points) the graph of a polynomial f has 5 turning points. The smallest degree f can have is: (7 points) if f (x) = (2x 5)3 + 1 then the inverse function f 1(x) = Solve the inequality: (10 points) critical values for the inequality are x = Sketch the solution set on the real number line below (remember to indicate the status of endpoints). 7 x: (4 points) express log5 3 in terms of natural logarithms. pg score/33. 2: (15 points) provide the following information and use it to graph g(x) =