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- Calculus A
- Stony Brook University
- Verified Notes
Browse the full collection of course materials, past exams, study guides and class notes for MAT 125 - Calculus A at Stony Brook University verified by our community.
PROFESSORS
All Professors
All semesters
Timothy Ryan
fall
76Jason Starr
fall
12Demetre Kazaras
spring
4Verified Documents for Timothy Ryan
Class Notes
Taken by our most diligent verified note takers in class covering the entire semester.
MAT 125 Lecture 1: Chapter 1 Section 1.2 MAT 125
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MAT 125 Lecture 1: MATH 125 Lecture #1 Notes
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MAT 125 Lecture 1: Ways to represent function
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MAT 125 Lecture Notes - Lecture 1: Webassign
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MAT 125 Lecture 1: Section 2.1 (Ways to represent a function, 3 ways to describe a function)
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MAT 125 Lecture 1: Chapter 1 Section 1.1 MAT 125
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MAT 125 Lecture Notes - Lecture 2: Trigonometric Functions
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MAT 125 Lecture 2: MAT 125 Section 1.3
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MAT 125 Lecture 2: Section 1.2 (Mathematical models)
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MAT 125 Lecture 2: Mathematical Models
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MAT 125 Lecture 3: MAT 125 Section 1.6
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MAT 125 Lecture Notes - Lecture 3: Inverse Function, Natural Logarithm
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MAT 125 Lecture 3: New functions from old functions
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MAT 125 Lecture 3: Section 1.6 (Inverse functions & Logarithms)
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MAT 125 Lecture 4: MAT 125 Section 2.1
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MAT 125 Lecture 4: Exponential Functions
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MAT 125 Lecture 4: MAT 125 Section 2.2
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MAT 125 Lecture 5: MAT 125 Section 2.4
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MAT 125 Lecture 5: Section 2.1,2
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MAT 125 Lecture 5: MAT 125 Lecture 5
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MAT 125 Lecture 5: Tangent, Velocity, and limits
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MAT 125 Lecture 5: MAT 125 Section 2.3
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MAT 125 Lecture 5: MAT 125, 2.1 Notes: The Tangent and Velocity Problems
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MAT 125 Lecture 6: MAT 125 Lecture 6 - Limits, Limit Laws
Mat 125-lecture #6- continuation of 2. 2 and start of 2. 3 (limits, When writing (cid:1864)(cid:1865) (cid:1858)(cid:4666)(cid:4667)= you say: the left
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MAT 125 Lecture 6: Section 2.2 Cont & 2.3 (Calculating limits from limit laws, squeeze theorem)
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MAT 125 Lecture 6: Continuity and Discontinity
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MAT 125 Lecture 7: Limits involving infinity
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MAT 125 Lecture Notes - Lecture 7: Trigonometric Functions
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MAT 125 Lecture 7: Section 2.4 (Continuity, types of discontinuities)
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MAT 125 Lecture Notes - Lecture 8: Asymptote, Intermediate Value Theorem
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MAT 125 Lecture 8: Continue of limits involving infinity
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MAT 125 Lecture 8: Section 2.4 Cont. & 2.5 (Limits involving infinity)
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MAT 125 Lecture 9: Section 2.5 Cont.
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MAT 125 Lecture 9: Derivatives and Rate of Change
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MAT 125 Lecture Notes - Lecture 9: Asymptote
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MAT 125 Lecture 10: Section 2.6 (Derivatives and Rate of Change)
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MAT 125 Lecture Notes - Lecture 10: Farad
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MAT 125 Lecture 11: MAT 125 Lecture 11
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MAT 125 Lecture 11: Section 2.6 Cont. (Examples using squeeze theorem, graphing, and finding the equation for the tangent line)
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MAT 125 Lecture 12: MAT 125 Lecture 12
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MAT 125 Lecture 12: Examples of finding the derivative
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MAT 125 Lecture 13: More examples of finding the derivative & Differentiability
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MAT 125 Lecture 13: MAT 125 Lecture 13
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MAT 125 Lecture 14: MAT 125 Lecture 14
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MAT 125 Lecture 14: Section 2.7 cont. & Section 2.8 intro
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MAT 125 Lecture 15: Section 2.8 Cont, What topics are covered on the midterm?, More examples
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MAT 125 Lecture Notes - Lecture 15: Intermediate Value Theorem, Tangent
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MAT 125 Lecture Notes - Lecture 16: Intermediate Value Theorem
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MAT 125 Lecture 16: Review (Graphing f'(x) from f(x), squeeze theorem, intermediate value theorem)
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MAT 125 Lecture Notes - Lecture 17: Product Rule
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MAT 125 Lecture Notes - Lecture 18: Product Rule, Quotient Rule
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MAT 125 Lecture Notes - Lecture 20: Trigonometric Functions
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MAT 125 Lecture 21:
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MAT 125 Lecture Notes - Lecture 22: Implicit Function
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MAT 125 Lecture 23: MAT 125 Lecture 23
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MAT 125 Lecture 24: MAT 125 Lecture 24
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MAT 125 Lecture 25: MAT 125 Lecture 25
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MAT 125 Lecture 26: MAT 125 Lecture 26
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MAT 125 Lecture 27: MAT 125 Lecture 27
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MAT 125 Lecture 28: MAT 125 Lecture 28
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MAT 125 Lecture Notes - Lecture 29: Maxima And Minima
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MAT 125 Lecture 30: MAT 125 Lecture 30
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MAT 125 Lecture 31: MAT 125 Lecture 31
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MAT 125 Lecture Notes - Lecture 32: Mean Value Theorem, Differentiable Function, Maxima And Minima
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MAT 125 Lecture Notes - Lecture 33: Inflection, Asymptote
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MAT 125 Lecture Notes - Lecture 34: Minimax
From the picture, you can see that 2x + 2y = 1000. Area= length * width = x * y. Now you substitute in for y > area = x(500-x) = -(cid:1876)(cid:287
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MAT 125 Lecture 35: MAT 125 Lecture 35
Mat 125 lecture 35: continuation of applying derivatives: ex: a cylindrical can is made to hold 100 l of oil. What dimensions minimize the materials ne
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MAT 125 Lecture Notes - Lecture 36: Maxima And Minima
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MAT 125 Lecture Notes - Lecture 37: Quotient Rule
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MAT 125 Lecture 40: Newtons Method
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MAT 125 Lecture Notes - Lecture 41: Antiderivative, Power Rule
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MAT 125 Lecture 42: Antiderivatives Continued
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MAT 125 Lecture Notes - Lecture 43: Implicit Function, Minimax
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MAT 125 Lecture 44: Review for Final Continued
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MAT 125 Lecture Notes - Lecture 45: Implicit Function
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MAT 125 Lecture 46: Review for Final Continued
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