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Textbook Notes for Mathematics at University of British Columbia - Okanagan (UBC OKANAGAN)


UBC OKANAGAN, UBC OKMATH 100Javad TavakoliWinter

MATH 100 Chapter 3.1 page 172-182: Derivatives of Polynomiald and Exponential Functions

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UBC OKANAGAN, UBC OKMATH 100Javad TavakoliWinter

MATH 100 Chapter 3.3 page 190-197: Derivatives of Trigonometric Functions

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UBC OKANAGAN, UBC OKMATH 100Javad TavakoliWinter

MATH 100 Chapter 3.2 page 183-190 : The Product and Quotient Rule

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UBC OKANAGAN, UBC OKMATH 100Javad TavakoliWinter

MATH 100 Chapter 3.4 page 197-207: The Chain Rule

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UBC OKANAGAN, UBC OKMATH 142 Dr. Edward ButzSummer

MATH 142 Chapter 11.1: L21, Ch.11.1 - Continous Probability Models, _ Ch.11.2 - Expected value and variance of continous random variables

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UBC OKANAGAN, UBC OKMATH 142 Dr. Edward ButzSummer

MATH 142 Chapter 9.6: L18, Ch.9.6 - Double Integrals

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UBC OKANAGAN, UBC OKMATH 142 Dr. Edward ButzSummer

MATH 142 Chapter 9.3: L15, Ch.9.2 _ Ch.9.3 - Maxima and Minima

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UBC OKANAGAN, UBC OKMATH 142 Dr. Edward ButzSummer

MATH 142 Chapter 9.2: L14, Re-cap for the test _ Ch.9.2 - Partial derivatives

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UBC OKANAGAN, UBC OKMATH 142 Dr. Edward ButzSummer

MATH 142 Chapter 9.4: L16, Ch.9.3 _ 9.4 - Lagrange Multipliers

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UBC OKANAGAN, UBC OKMATH 142 Dr. Edward ButzSummer

MATH 142 Chapter 7.4: L05, Ch.7.4 - Fundamental theorem of calculus

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UBC OKANAGAN, UBC OKMATH 142 Dr. Edward ButzSummer

MATH 142 Chapter 9.5: L17, Ch.9.4 _ 9.5 - Total differentials and approximations

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UBC OKANAGAN, UBC OKMATH 142 Dr. Edward ButzSummer

MATH 142 Chapter 13.3: L10, Ch.13.3 - Integrals of Trigonometric Functions

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