Learn Calculus 1 and understand insights about it
What you will learn
Learn limit concept
Learn important concepts in calculus
Learn techniques of differentiation
Learn derivative of trigonometrical functions
Learn derivative if logarithmic and exponential functions
Understanding the application of derivative
Description
This calculus 1 course includes video and text explanations of everything for calculus 1 students to help you test your understanding along the way. The course includes:
- Limits & Continuity: In the limit and continuity chapter, you will learn basic concepts that are required for you in this stages and you will see some important solutions here as well.
- Derivatives: Derivative is the center of this course. You will learn very important concept about the derivative and many different technique of derivative such as sum rule, product rule, quotient rule, chain rule and many others. Along with some techniques, you will learn about the derivative of trigonometrical functions such as sin, cos, tan, cosec, sec and cot. And another important topics are derivative of logarithmic and exponential functions.
- Applications of Derivatives: As you will learn about the derivative and it’s technique. Important thing is that it’s application. Yes, you will learn about the important application of derivatives.
- Antiderivative (Coming soon)
AND HERE’S WHAT YOU GET INSIDE OF EVERY SECTION:
Videos: Watch the video as i will be explaining everything about the lesson. I will be explaining and solving the very important questions that are very important for you.
YOU’LL ALSO GET:
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- Lifetime access to Become a Calculus 1 Master
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I can’t wait for you to get started on mastering calculus 1.
– Kamal:)
English
language
Content
Limit & Continuity
#1. Exercise
#2. Exercise
#3. Exercise
#4. Exercise
#5. Exercise
#6. Exercise
#7. Exercise
#8. Exercise
#9. Exercise
#10. Exercise
#11. Exercise
#12. Exercise
Limits of Trigonometric Functions
Limits of trigonometric functions
Instantaneous velocity
Limits of logarithmic and exponential functions
Important theorem
Derivative Important Concept
Tangent Line to a Curve
Derivative Exercise (From first principle)
#1. Exercise
#2. Exercise
#3. Exercise
#4. Exercise
#5. Exercise
#6. Exercise
The Sum Rule: Overview & Exercise
The Sum Rule Overview
#1. Exercise
#2. Exercise
#3. Exercise
#4. Exercise
#5. Exercise
The Product Rule
#1. Exercise
#2. Exercise
#3. Exercise
The Chain Rule
The Chain Rule Overview
#1. Exercise
#2. Exercise
#3. Exercise
#4. Exercise
The Quotient Rule
The Quotient Rule Overview
#1. Exercise
#2. Exercise
#3. Exercise
#4. Exercise
The Power Rule
The Power Rule Overview
#1. Exercise
#2. Exercise
#3. Exercise
#4. Exercise
#5. Exercise
#6. Exercise
#7. Exercise
Second Derivative
Second Derivative Overview
#1. Exercise
#2. Exercise
#3. Exercise
#4. Exercise
Derivative of Logarithmic & Exponential Function
Derivative of Natural Logarithmic Function
Derivative of Exponential Function
Derivative of Logarithmic Function
Derivative of aΛ£ (From First Principle)
Derivative of Trigonometrical Functions
Derivative of sin(x)
Derivative of cos(x)
Derivative of tan(x)
Derivative of cosec(x)
Derivative of sec(x)
Derivative of cot(x)
Implicit Differentiation
#1. Exercise
#2. Exercise
#3. Exercise
#4. Exercise
#5. Exercise
L’Hospital Rule
#1. Exercise
#2. Exercise
#3. Exercise
#4. Exercise
#5. Exercise
Advance Derivative Exercise
#1. Exercise
#2. Exercise
#3. Exercise
#4. Exercise
Application of Derivative
#1. Exercise
#2. Exercise
#3. Exercise
#4. Exercise
#5. Exercise
#6. Exercise
#7. Exercise
#8. Exercise