MATH 184

University of British Columbia (UBC )

Here are the best resources to pass MATH 184. Find MATH 184 study guides, notes, assignments, and much more.

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Notes for OPTIMIZATION problems from differential calculus (MATH 184, UBC) Notes for OPTIMIZATION problems from differential calculus (MATH 184, UBC)
  • Notes for OPTIMIZATION problems from differential calculus (MATH 184, UBC)

  • Summary • 11 pages • 2021
  • Available in package deal
  • You will find step-by-step solutions to difficult optimization problems within this document. Work through them and then check your answers to guarantee success in your calculus course.
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Notes for Related Rates problems from differential calculus (MATH 184, UBC) Notes for Related Rates problems from differential calculus (MATH 184, UBC)
  • Notes for Related Rates problems from differential calculus (MATH 184, UBC)

  • Summary • 13 pages • 2021
  • Available in package deal
  • Every possible type of related rates problem that may appear on your exam has been worked through in this document. Very helpful because it shows what type of approach you should take when faced with these difficult types of problems which take many forms. Includes:
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Notes for DERIVATIVES with examples MATH 184 (UBC) Notes for DERIVATIVES with examples MATH 184 (UBC)
  • Notes for DERIVATIVES with examples MATH 184 (UBC)

  • Class notes • 3 pages • 2021
  • Available in package deal
  • Step-by-Step instructions on taking the derivative of: a constant, a variable raised to a constant, a polynomial function, a rational function, a radical function, trigonometric functions, a natural log function, a logarithmic function, an exponential function. Additionally, includes thorough explanations of the product rules, the quotient rule, the chain rule, implicit differentiation and logarithmic differentiation.
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Limit rules (Notes) MATH 184 (UBC) Limit rules (Notes) MATH 184 (UBC)
  • Limit rules (Notes) MATH 184 (UBC)

  • Class notes • 9 pages • 2021
  • Available in package deal
  • Explains every limit rule and how to apply them using various examples. Includes notes on both limits at infinite and finite values. Also includes step-by-step directions on how to find both the slope and equation of a tangent line, as well as mutual tangent lines.
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