MAT137H5
Differential Calculus for Mathematical Sciences
0.50 FCE · University of Toronto at Mississauga · Department of Mathematical and Computational Sciences · Term F / S
Description
A conceptual approach to calculus. A focus on theoretical foundations and proofs as well as some emphasis on geometric and physical intuition. Limits and continuity, differentiation, the mean value, extreme value and inverse function theorems. Applications typically include related rates and optimization.
Prerequisite
Minimum 70% in Grade 12 Advanced Functions (MHF4U) and Minimum 70% in Grade 12 Calculus and Vectors (MCV4U).
Exclusion
MAT132H5 or MAT133Y5 or MAT135H5 or MAT137Y5 or MAT157H5 or MAT157Y5 or MAT133Y1 or MAT135H1 or MAT137Y1 or MAT157Y1 or MATA29H3 or MATA30H3 or MATA31H3 or MATA32H3
Sections · 42
LEC
| Section | Term | Meetings | Instructor | Enrol |
|---|---|---|---|---|
| LEC0101 | F |
|
| 100/100 |
| LEC0102 | F |
|
| 100/100wl 1 |
| LEC0103 | F |
|
| 92/100 |
| LEC0104 | F |
|
| 99/100 |
| LEC0105 | F |
|
| 99/100 |
| LEC0106 | F |
|
| 100/100 |
| LEC0107 | F |
|
| 0/100 |
| LEC0108 | F |
|
| 0/100 |
| LEC0101 | S |
|
| 0/100 |
| LEC0102 | S |
|
| 10/100 |
| LEC0103 | S |
|
| 0/100 |
| LEC0104 | S |
|
| 5/100 |
TUT
| Section | Term | Meetings | Instructor | Enrol |
|---|---|---|---|---|
| TUT0101 | F |
|
| 40/40 |
| TUT0102 | F |
|
| 0/40 |
| TUT0103 | F |
|
| 40/40 |
| TUT0104 | F |
|
| 31/40 |
| TUT0105 | F |
|
| 40/40 |
| TUT0106 | F |
|
| 40/40 |
| TUT0107 | F |
|
| 0/40 |
| TUT0108 | F |
|
| 40/40 |
| TUT0109 | F |
|
| 0/40 |
| TUT0110 | F |
|
| 37/40 |
| TUT0111 | F |
|
| 0/40 |
| TUT0112 | F |
|
| 39/40 |
| TUT0113 | F |
|
| 40/40 |
| TUT0114 | F |
|
| 17/40 |
| TUT0115 | F |
|
| 40/40 |
| TUT0116 | F |
|
| 19/40 |
| TUT0117 | F |
|
| 39/40 |
| TUT0118 | F |
|
| 38/40 |
| TUT0119 | F |
|
| 32/40 |
| TUT0120 | F |
|
| 0/40 |
| TUT0101 | S |
|
| 1/40 |
| TUT0102 | S |
|
| 6/40 |
| TUT0103 | S |
|
| 2/40 |
| TUT0104 | S |
|
| 0/40 |
| TUT0105 | S |
|
| 0/40 |
| TUT0106 | S |
|
| 4/40 |
| TUT0107 | S |
|
| 0/40 |
| TUT0108 | S |
|
| 0/40 |
| TUT0109 | S |
|
| 0/40 |
| TUT0110 | S |
|
| 0/40 |