Undergraduate Degrees, Majors and Concentrations
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MATH2070 - Calculus W/Analytic Geom I
Summer 2019 This is the first in a three-course calculus sequence. Topics covered include limits, continuity, derivatives, rules for derivation, applications, and related rates; optimization techniques for extrema including Rolle's and mean value theorems; first and second derivative tests; curve sketching; differentials and indefinite integrals; Riemann Sums; integration techniques, and the Fundamental Theorem of Calculus. The TI-83 (or higher) graphing calculator is required. Prerequisite: MATH1020 or content evidence by placement examination 4 Credits |
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Revise Search Options
Schedule Book for All Active and Available Future Terms, Course starting with MATH2070
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| MATH2070-D |
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Calculus W/Analytic Geom I | ||||
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| 20 Seats | Credits: | 4 | Days: | M W F | ||
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Location: | Moon | Room: | John Jay 142 | ||
| Time: | 07:45-08:50 am | Instructor: | Donoghue | |||
| Session: | 1 (08/26 - 12/13/19) | Term: | Fall 2019 | |||
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| Prerequisite: MATH1020 or content evidence by placement examination | ||||||
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| MATH2070-E |
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Calculus W/Analytic Geom I | ||||
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| 18 Seats | Credits: | 4 | Days: | MTWR | ||
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Location: | Moon | Room: | John Jay 142 | ||
| Time: | 04:00-04:50 pm | Instructor: | Zelesnak | |||
| Session: | 1 (08/26 - 12/13/19) | Term: | Fall 2019 | |||
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| Prerequisite: MATH1020 or content evidence by placement examination | ||||||
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| MATH2070-A |
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Calculus W/Analytic Geom I | ||||
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| 7 Seats | Credits: | 4 | Days: | M W F | ||
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Location: | Moon | Room: | Hale Center 207 | ||
| Time: | 07:45-08:50 am | Instructor: | Holdan | |||
| Session: | 1 (08/26 - 12/13/19) | Term: | Fall 2019 | |||
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| Prerequisite: MATH1020 or content evidence by placement examination | ||||||
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| MATH2070-B |
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Calculus W/Analytic Geom I | ||||
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| 4 Seats | Credits: | 4 | Days: | M W F | ||
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Location: | Moon | Room: | John Jay 263 | ||
| Time: | 07:45-08:50 am | Instructor: | Lias | |||
| Session: | 1 (08/26 - 12/13/19) | Term: | Fall 2019 | |||
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| Prerequisite: MATH1020 or content evidence by placement examination | ||||||