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Verified Documents at Stony Brook University

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.
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PROFESSORS
All Professors
All semesters
Timothy Ryan
fall
76
Jason Starr
fall
12
Demetre Kazaras
spring
4

Verified 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
819
MAT 125 Lecture 1: MATH 125 Lecture #1 Notes
351
MAT 125 Lecture 1: Ways to represent function
327
MAT 125 Lecture Notes - Lecture 1: Webassign
135
MAT 125 Lecture 1: Section 2.1 (Ways to represent a function, 3 ways to describe a function)
460
MAT 125 Lecture 1: Chapter 1 Section 1.1 MAT 125
528
MAT 125 Lecture Notes - Lecture 2: Trigonometric Functions
326
MAT 125 Lecture 2: MAT 125 Section 1.3
119
MAT 125 Lecture 2: Section 1.2 (Mathematical models)
432
MAT 125 Lecture 2: Mathematical Models
217
MAT 125 Lecture 3: MAT 125 Section 1.6
314
MAT 125 Lecture Notes - Lecture 3: Inverse Function, Natural Logarithm
231
MAT 125 Lecture 3: New functions from old functions
113
MAT 125 Lecture 3: Section 1.6 (Inverse functions & Logarithms)
334
MAT 125 Lecture 4: MAT 125 Section 2.1
322
MAT 125 Lecture 4: Exponential Functions
134
MAT 125 Lecture 4: MAT 125 Section 2.2
321
MAT 125 Lecture 5: MAT 125 Section 2.4
430
MAT 125 Lecture 5: Section 2.1,2
446
MAT 125 Lecture 5: MAT 125 Lecture 5
219
MAT 125 Lecture 5: Tangent, Velocity, and limits
641
MAT 125 Lecture 5: MAT 125 Section 2.3
528
MAT 125 Lecture 5: MAT 125, 2.1 Notes: The Tangent and Velocity Problems
326
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
517
MAT 125 Lecture 6: Section 2.2 Cont & 2.3 (Calculating limits from limit laws, squeeze theorem)
453
MAT 125 Lecture 6: Continuity and Discontinity
257
MAT 125 Lecture 7: Limits involving infinity
218
MAT 125 Lecture Notes - Lecture 7: Trigonometric Functions
331
MAT 125 Lecture 7: Section 2.4 (Continuity, types of discontinuities)
445
MAT 125 Lecture 8: Continue of limits involving infinity
329
MAT 125 Lecture Notes - Lecture 8: Asymptote, Intermediate Value Theorem
219
MAT 125 Lecture 8: Section 2.4 Cont. & 2.5 (Limits involving infinity)
318
MAT 125 Lecture 9: Derivatives and Rate of Change
217
MAT 125 Lecture 9: Section 2.5 Cont.
665
MAT 125 Lecture Notes - Lecture 9: Asymptote
331
MAT 125 Lecture 10: Section 2.6 (Derivatives and Rate of Change)
321
MAT 125 Lecture Notes - Lecture 10: Farad
218
MAT 125 Lecture 11: MAT 125 Lecture 11
224
MAT 125 Lecture 11: Section 2.6 Cont. (Examples using squeeze theorem, graphing, and finding the equation for the tangent line)
430
MAT 125 Lecture 12: MAT 125 Lecture 12
216
MAT 125 Lecture 12: Examples of finding the derivative
450
MAT 125 Lecture 13: More examples of finding the derivative & Differentiability
420
MAT 125 Lecture 13: MAT 125 Lecture 13
225
MAT 125 Lecture 14: MAT 125 Lecture 14
217
MAT 125 Lecture 14: Section 2.7 cont. & Section 2.8 intro
541
MAT 125 Lecture 15: Section 2.8 Cont, What topics are covered on the midterm?, More examples
339
MAT 125 Lecture Notes - Lecture 15: Intermediate Value Theorem, Tangent
321
MAT 125 Lecture Notes - Lecture 16: Intermediate Value Theorem
222
MAT 125 Lecture 16: Review (Graphing f'(x) from f(x), squeeze theorem, intermediate value theorem)
343
MAT 125 Lecture Notes - Lecture 17: Product Rule
218
MAT 125 Lecture Notes - Lecture 18: Product Rule, Quotient Rule
225
MAT 125 Lecture Notes - Lecture 20: Trigonometric Functions
221
MAT 125 Lecture 21:
333
MAT 125 Lecture Notes - Lecture 22: Implicit Function
220
MAT 125 Lecture 23: MAT 125 Lecture 23
216
MAT 125 Lecture 24: MAT 125 Lecture 24
223
MAT 125 Lecture 25: MAT 125 Lecture 25
235
MAT 125 Lecture 26: MAT 125 Lecture 26
224
MAT 125 Lecture 27: MAT 125 Lecture 27
237
MAT 125 Lecture 28: MAT 125 Lecture 28
228
MAT 125 Lecture Notes - Lecture 29: Maxima And Minima
320
MAT 125 Lecture 30: MAT 125 Lecture 30
219
MAT 125 Lecture 31: MAT 125 Lecture 31
222
MAT 125 Lecture Notes - Lecture 32: Mean Value Theorem, Differentiable Function, Maxima And Minima
131
MAT 125 Lecture Notes - Lecture 33: Inflection, Asymptote
219
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
223
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
222
MAT 125 Lecture Notes - Lecture 36: Maxima And Minima
225
MAT 125 Lecture Notes - Lecture 37: Quotient Rule
123
MAT 125 Lecture 40: Newtons Method
237
MAT 125 Lecture Notes - Lecture 41: Antiderivative, Power Rule
228
MAT 125 Lecture 42: Antiderivatives Continued
225
MAT 125 Lecture Notes - Lecture 43: Implicit Function, Minimax
250
MAT 125 Lecture 44: Review for Final Continued
246
MAT 125 Lecture Notes - Lecture 45: Implicit Function
136
MAT 125 Lecture 46: Review for Final Continued
175