MATH 100 Midterm: MATH100 Midterm 1 2007 Spring

• School: Simon Fraser University
• Department: Mathematics
• Course: MATH 100
• Professor: All

Document Summary

Continue on the back of the previous page if necessary. Instructor: sue haberger: a) (3 marks) draw a careful graph of the function, (2 marks) state the domain and range of the function. Page 4: ( 2 marks) draw a careful graph of the linear function, (2 marks) determine the equation of a line perpendicular to the graph of f(x) passing through the point, (2 marks) determine a formula for. Page 5 and: given two functions, (1 mark) evaluate, (1 mark) evaluate, (1 mark) give a simplified expression for, (2 marks) give a simplified expression for, (3 marks) solve for x : xxxf!+=21)(23)(xxg!=)8(f)0)((fg)(hxg+))((xgfo21)(=xfsfu math 100 spring 2007. Page 6 is shown on: (5 marks one mark per answer) The graph of a function: the grid at right. Use this graph to determine each of the following: the value of. ________________________________: the intervals on which f is decreasing. _________________________________: the co-ordinates of any relative maximum points for.