From Limits to Integrals—Full Examination Prep with Lectures and Walkthroughs
What you’ll study
Outline and consider limits algebraically and graphically
Establish kinds of discontinuities and decide continuity of capabilities
Compute derivatives utilizing basic differentiation guidelines
Apply implicit differentiation to resolve complicated equations
Differentiate trigonometric, exponential, and logarithmic capabilities
Use derivatives to investigate and graph capabilities (rising/lowering, concavity, extrema)
Remedy optimization and associated charges issues
Interpret the by-product in movement issues (velocity and acceleration)
Compute particular and indefinite integrals utilizing fundamental methods
Apply the Elementary Theorem of Calculus to judge integrals
Use u-substitution for integration
Calculate areas beneath curves and between capabilities
Remedy accumulation and internet change issues
Analyze movement utilizing integrals (place, velocity, displacement)
Remedy fundamental separable differential equations
Interpret slope fields and their connections to differential equations
Develop problem-solving methods for multiple-choice and free-response questions
Enhance time administration and test-taking expertise
Full observe exams to construct confidence and readiness
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