CLEP Calculus

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Paid

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Level

Intermediate

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Free

Last updated on December 19, 2024 12:28 pm

Rolle’s theorem, Riemann sums, u-substitution and more are all carefully explained in this free college-level math course that unpacks key parts of calculus.

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If you have an interest in understanding the concepts of differentiation and applications of integral calculus, this course will guide you. You will learn how to find the limits of polynomial and rational functions, as well as how to integrate natural logarithmic and exponential functions. This course will also teach you about definite integrals. Enrollment is free for this College Level Examination Program math course.

What You Will Learn In This Free Course

  • Find limits from tables and graphs…
  • Find limits of polynomial and ration…
  • Describe the slope of a curve at a p…
  • Indicate the derivatives of the six …
  • Find limits from tables and graphs
  • Find limits of polynomial and rational functions
  • Describe the slope of a curve at a point
  • Indicate the derivatives of the six trigonometric functions
  • Distinguish between common and natural logs
  • Explain the concept of anti-differentiation
  • Distinguish between definite and indefinite integrals
  • State the three sigma laws
  • State the power rule of integration
  • Discuss integration by u-substitution
  • Limits and Continuity

    This module will introduce you to the limits of polynomial, rational as well as trigonometric functions. You will also be introduced to the sandwich theorem and the algebra of continuous functions.

    Rates of Change

    This module will introduce you to how to calculate the average, as well as instantaneous rates of change. You will also be introduced to the concepts of derivative, notation and intermediate value theorem.; Module

    Methods of Differentiation

    This module will introduce you to the methods of differentiation in the sum and difference, quotient as well as product rule. You will also be introduced to the derivatives of the six trigonometric functions.; Module

    Inverse Trigonometric Functions

    This module will introduce you to how to find derivatives using logarithmic differentiation and the derivatives of exponential functions. You will also be introduced to differences between common and natural logs.

    First and Second Derivative

    This module will introduce you to the first and second derivative tests, as well as the critical point method. You will also be introduced to calculus techniques and techniques for graphing functions.; Module

    Applications of the Derivative

    This module will introduce you to the applications of the derivative to velocity, acceleration, as well as jerk. You will also be introduced to the steps involved in solving optimization problems.; Module

    CLEP Calculus – First Assessment

    In order to pass this assessment, you will need to score 80 per cent or above. Remember, if you do not achieve the required standard after the first attempt, you can re-take the assessment until a successful outcome is achieved.

    Definite and Indefinite Integrals

    This module will introduce you to the concepts of antidifferentiation, as well as the properties of definite and indefinite integrals. You will also be introduced to the different formulas for sigma notation and three sigma laws.

    Power Rules of Integration

    This module will introduce you to the power and basic rules of integration, as well as integration by u-Substitution. You will also be introduced to the method of partial functions and separable differential equations.

    Velocity and Position Equation

    This module will introduce you to the velocity and position equation, as well as the equation of the area of the region in a plane. You will also be introduced to the applications of exponential growth and decay.; Module

    CLEP Calculus – Second Assessment

    In order to pass this assessment, you will need to score 80 per cent or above. Remember, if you do not achieve the required standard after the first attempt, you can re-take the assessment until a successful outcome is achieved.

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