MATH1131 > Calculus (Ostafe)
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Absolute Values
Anti-derivatives
Bounded Functions
Change of Variables Formula
Continuity on Intervals
Curve Sketching
Curves defined by Polar Co-ordinates
Differentiable Functions
Differentiation and the ln function
Disproving Inequalities
Exponential Function
Finding zeroes
Functions
General Strategy to Prove that a Limit Exists
Hyperbolic Functions
Identity_ cosh^2x−sinh^2x=1
Improper Integrals
Indeterminate forms with powers
Integration and the ln function
Integration by Parts
Integration by Substitution
Integration
Intermediate Value Theorem
Intervals
Inverse Function Theorem
Inverse Functions
L'Hopital's Rule
Limits
Logarithmic and Exponential Functions
NOTATION SUMMARY
Natural Logarithm Function
PSA_ Hyperbolic vs Trigonometric Sin and Cosine
Parametric Sketches
Polynomials
Proving Inequalities using the MVT
SUMMARY
Sets, Inequalities and Functions __ Alina Ostafe
Slope of a Parametric Curve
Solving Inequalities
Subsets
The Mean Value Theorem
Unions and Intersections
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