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University of Toronto – Faculty of Arts & Sciences –
MAT135H1: Calculus 1(A)
Practice Term Test – Fall 2018
Student Number: Section:
This exam contains 6 pages (including this cover page) and a SEPARATE question sheet. Check
to see if any pages are missing.
•One non-graphing calculator that meets the posted guidelines may be used. No other aids
•Questions appear on both sides of the page.
•Indicate your answers for Questions 1–14 on the multiple choice question sheet,
by shading the bubble corresponding to your answer. Leave the bubbles for Questions
15–40 blank. The Question Sheet will not be collected or graded, and no partial marks will
be given for Questions 1–14.
•Organize your work in a reasonably neat and coherent way. Work scattered all over the
page without a clear ordering will receive very little credit.
•Unsupported answers to Questions 15–19 will not receive full credit. A correct
answer without explanation will receive no credit unless otherwise noted; an incorrect answer
supported by substantially correct calculations and explanations may receive partial credit.
•Include units in your answers where appropriate.
•Do not write in the page margins, and make sure that your writing is dark enough to be read
by a scanner.
•You must use the methods learned in this course to solve all of the problems. 71 points are
15. (8 points) The graph of y=g(x) is shown below.
(a) (2 points) Find limx→−23g(x) + 5.
(b) (6 points) The graphs of 2 functions a(x) and b(x) are shown below. Write an algebraic
expression for a(x) and b(x) in terms of the function g.