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Study Guides for MATH 150 at Simon Fraser University (SFU)

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SFUMATH 150Amélie TrotignonFall

MATH 150- Final Exam Guide - Comprehensive Notes for the exam ( 127 pages long!)

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SFUMATH 150AllFall

MATH1501 MATH1501 FinalD

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Math 150 d100 / math 151 d100: evaluate the following limits. [4] (c) use the de nition of the derivative to nd the derivative of f (x) = x. #1 5 of 28
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SFUMATH 150AllFall

MATH1501 MATH1501 FinalC

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SFUMATH 150AllFall

MATH1501 MATH1501 FinalB

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Page 2 of 13: di erentiate the following functions. You do not need to simplify your answers. [5: find the function g satisfying g (t) = e t + sin(cid:
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SFUMATH 150Amélie TrotignonFall

MATH 150 Final: Final Exam - Fall 2017

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SFUMATH 150AllFall

MATH150 MATH150-MT2-c

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Midterm 2: [4 marks] mark each statement t (true) or f (false): T f if y = sin 3, then y = cos 3. T f d dx (cid:18) log x2 log x (cid:19) = 0 for all x
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SFUMATH 150AllFall

MATH150 MATH150-MT2-b

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SFUMATH 150AllFall

MATH150 MATH150-MT2-a

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You do not need to simplify. (they are each out of 5 points. ) x3 y = 2x 3 f (x) = sin(cos(x) x) e3x g(t) = e. We will only look at your nal answer, so
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SFUMATH 150AllFall

MATH150 MATH150-MT1-d

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SFUMATH 150AllFall

MATH150 MATH150-MT1-c

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Midterm 1: [3 marks] mark each statement t (true) or f (false): T f if f is one-to-one then f 1(x) = T f if lim x 1 f (x) = 0 and lim x 1 g(x) = 0 then
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SFUMATH 150AllFall

MATH150 MATH150-MT1-b

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SFUMATH 150AllFall

MATH150 MATH150-MT1-a

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#1 3 of 16: a 10-ft wall stands 5 ft from a building and a ladder of variable length l, supported by the wall, is placed so it reaches from the ground
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