India

Become a Calculus 1 Master

Work through this comprehensive calculus 1 course, from Precalculus to Applications of Derivatives
USD 199

Coupon code : DIWALI70
(70% Off Valid till October 31, 2014)

Course at a Glance

Mode of learning : Online - Self Paced

Domain / Subject : Mathematics & Science

Function : Teaching

Trainer name : integralCALC Academy

Difficulty : Medium

Become a Calculus 1 Master

This 183-lesson course includes video and text explanations of everything in calculus 1, and 21 quizzes to help you test your understanding along the way. Become a Calculus 1 Master is organized into four sections: Precalculus, Limits & Continuity, Derivatives, and Applications of Derivatives. These are the four chapters at the beginning of every calculus 1 class.

This course is perfect for anyone currently enrolled in a calculus 1 class, anyone planning to take it in the near future, or anyone who's interested in learning the first part of calculus.

What are the requirements?

  • General understanding of algebra

What am I going to get from this course?

  • Over 186 lectures and 15.5 hours of content!

  • Precalculus

  • Limits & Continuity

  • Derivatives

  • Applications of Derivatives

Course eligibility

What is the target audience?

Calculus students

I would like to be contacted regarding this course

Curriculum

  • Section 1: Calculus 1 - Introduction & Resources

  • Section 2: Precalculus - Introduction

  • Section 3: Precalculus - Algebra

  • Section 4: Precalculus - Functions

  • Section 5: Precalculus - Graphing Functions

  • Section 6: Precalculus - Modifying Functions

  • Section 7: Precalculus - Inverse Functions And Logarithms

  • Section 8: Precalculus - Quadratic Functions

  • Section 9: Precalculus - Rational Functions

  • Section 10: Precalculus - Trigonometry

  • Section 11: Limits & Continuity - Introduction

  • Section 12: Limits & Continuity - Solving Limits

  • Section 13: Limits & Continuity - Other Kinds Of Limits

  • Section 14: Limits & Continuity - Definition Of The Limit

  • Section 15: Limits & Continuity - Continuity

  • Section 16: Derivatives - Introduction

  • Section 17: Derivatives - Derivative Rules

  • Section 18: Derivatives - Chain Rule

  • Section 19: Derivatives - Trigonometric Derivatives

  • Section 20: Derivatives - Exponential And Logarithmic Derivatives

  • Section 21: Derivatives - Tangent And Normal Lines

  • Section 22: Derivatives - Implicit Differentiation

  • Section 23: Derivatives - Exponential Growth And Decay

  • Section 24: Applications Of Derivatives - Linear Approximation

  • Section 25: Applications Of Derivatives - Optimization

  • Section 26: Applications Of Derivatives - Applied Optimization

  • Section 27: Applications Of Derivatives - Related Rates

  • Section 28: Applications Of Derivatives - Mean Value Theorem

  • Section 29: Applications Of Derivatives - Newton's Method

  • Section 30: Applications Of Derivatives - L'hospital's Rule

  • Section 31: Applications Of Derivatives - Physics

  • Section 32: Applications Of Derivatives - Economics

  • Section 33: Calculus 1 - Conclusion

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Sample Video