MATH 1000 Lecture 2: Math 1000 Notes September 7- Section 2.1 and 2.2

MATH 1000 Lecture 3: Math 1000 Notes September 10- Sections 2.3 and 2.5

MATH 1000 Lecture 4: Math 1000 Notes September 12- Section 2.5 continued

MATH 1000 Lecture 5: Math 1000 Notes September 14- Section 2.6

MATH 1000 Lecture 6: Math 1000 Notes September 17- Sections 2.6 and 2.7

MATH 1000 Lecture 7: Math 1000 Notes September 19- Sections 2.7 and 2.8

MATH 1000 Lecture 8: Math 1000 Notes September 21- Section 3.1

MATH 1000 Lecture 9: Math 1000 Notes September 24- Sections 3.2 and 3.3

MATH 1000 Lecture 10: Math 1000 Notes September 26- Section 3.4

MATH 1000 Lecture 11: Math 1000 Notes September 28- Section 3.5

MATH 1000 Lecture 12: Math 1000 Notes October 1- Sections 3.5 and 3.6

MATH 1000 Lecture 13: Math 1000 Notes October 3- Section 3.7

MATH 1000 Lecture 14: pg 2

MATH 1000 Lecture 14: pg 3

MATH 1000 Lecture 14: pg 4

MATH 1000 Lecture 14: Math 1000 Notes October 5- Section 3.8

MATH 1000 Lecture 14: pg 1

MATH 1000 Lecture Notes - Lecture 15: Horse Length

MATH 1000 Lecture 16: math pg 2

MATH 1000 Lecture 16: math pg 3

MATH 1000 Lecture 16: Math 1000 Notes October 10- Section 3.9

MATH 1000 Lecture 16: math pg 1

MATH 1000 Lecture 17: Math 1000 Notes October 12- Section 3.10

MATH 1000 Lecture 18: Math 1000 Notes October 15- Section 4.1

MATH 1000 Lecture 19: Math 1000 Notes October 17- Section 4.2

MATH 1000 Lecture 20: Math 1000 Notes October 19

MATH 1000 Lecture 20: math 1000 oct 15th pg 3

MATH 1000 Lecture 20: math 1000 oct 15th pg 2

MATH 1000 Lecture 20: math 1000 oct 15th pg 1

MATH 1000 Lecture Notes - Lecture 21: Minimax

MATH 1000 Lecture 22: Math 1000 Notes October 2- Section 4.3 cont'd

MATH 1000 Lecture 23: Math 1000 Notes October 26- Section 4.4

MATH 1000 Lecture 24: Math 1000 Notes October 29- Section 4.4 and 4.5

MATH 1000 Lecture 25: Math 1000 Notes October 31- Midterm review

MATH 1000 Lecture Notes - Lecture 26: Tangent

MATH 1000 Lecture 27: Math 1000 Notes November- Section 4.7

MATH 1000 Lecture Notes - Lecture 28: Inia

MATH 1000 Lecture 29: Math 1000 Notes November 9- Section 4.9

MATH 1000 Lecture 34: Math 1000 Notes November 21- Section 5.1

MATH 1000 Lecture 35: Math 1000 Notes November 23- Section 5.2

MATH 1000 Lecture 36: Math 1000 Notes November 26- Section 5.3 and 5.4

MATH 1000 Lecture 37: Math 1000 Notes November 28- Section 5.5

MATH 1000 Lecture 38: Math 1000 Notes November 30- Section 5.5 continued

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This course offers a self-contained introduction to differential and integral calculus. The topics include functions, limits, differentiation of polynomial, trigonometric, exponential and logarithmic functions, product, quotient and chain rules, applications of differentiation, antiderivatives and definite integrals, integration by substitution. A sequel to this course is MATH 1010.03. The XY version of this course covers the same material, but the course duration is spread over the Fall and Winter term. The format of the XY course (1.5 hour workshops twice a week, and the smaller class size) allows for a more interactive learning environment than in a regular lecture format.

Differential & Integral Calc I

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