| Fall 2002 |
| Test 1: | pdf (47 kb) | MS Word (53 kb) | Topics: properties of
functions, exponential and log functions, inverse functions, composition of functions. |
| Test 1 Answers: | pdf (57 kb) | MS Word (109 kb) |
|
| Test 2: | pdf (71 kb) | MS Word (126 kb) | Topics: tangent and
velocity, limits, continuity. |
| Test 2 Answers: | pdf (79 kb) | MS Word (209 kb) |
|
| Test 3: | pdf (17 kb) | MS Word (60 kb) | Topics: definitions of
derivative, differentiation rules. |
| Test 3 Answers: | pdf (28 kb) | MS Word (136 kb) |
|
| Test 4: | pdf (58 kb) | MS Word (128 kb) | Topics: higher derivatives,
graphs of functions, curve sketching. |
| Test 4 Answers: | pdf (123 kb) | MS Word (388 kb) |
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|
| Spring 2002 |
| Test 1: | pdf (34 kb) | MS Word (133 kb) | Topics: properties of
functions, exponential and log functions, inverse functions, composition of functions. |
| Test 1 Answers: | pdf (129 kb) | MS Word (191 kb) |
|
| Test 2: | pdf (29 kb) | MS Word (119 kb) | Topics: tangent and
velocity, limits, continuity. |
| Test 2 Answers: | pdf (35 kb) | MS Word (204 kb) |
|
| Test 3: | pdf (11 kb) | MS Word (39 kb) | Topics: definitions of
derivative, differentiation rules. |
| Test 3 Answers: | pdf (20 kb) | MS Word (104 kb) |
|
| Test 4: | pdf (20 kb) | MS Word (36 kb) | Topics: antiderivatives,
optimization, Riemann sums. |
| Test 4 Answers: | pdf (57 kb) | MS Word (101 kb) |
|
| Final: | pdf (12 kb) | MS Word (47 kb) | |
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