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Every course inside Krista King Math to help you master math. Each course is full of resources to guide you along the way, including:
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🌟🌟🌟🌟🌟 \"The lessons and the quizzes are super-helpful and easy to understand. Krista is an awesome educator, and this course is top class. 5/5 - Highly recommend for high schoolers.\"\n

🌟🌟🌟🌟🌟 \"This is a great course. She explains very clearly how she gets to the answers.\"\n

The curriculum includes:\n

Definition of the limit\n\t
1. Idea of the limit
2. One-sided limits
3. Proving that the limit doesn't exist
4. Precise definition of the limit (epsilon-delta definition)
Combinations and composites\n\t
1. Limits of combinations
2. Limits of composites
Continuity\n\t
1. Point discontinuities (removable discontinuities)
2. Jump discontinuities
3. Infinite discontinuities (essential discontinuities)
4. Endpoint discontinuities
Intermediate Value Theorem\n\t
1. IVT with an interval
2. IVT without an interval
Solving limits\n\t
1. Solving with substitution
2. Solving with factoring
3. Solving with conjugate method
4. Infinite limits and vertical asymptotes
5. Limits at infinity and horizontal asymptotes
6. Crazy graphs
7. Trigonometric limits
8. Making the function continuous
Squeeze Theorem\n\t
1. Squeeze Theorem
Definition of the derivative\n\t
1. Definition of the derivative
Derivative rules\n\t
1. Power rule
2. Power rule for negative powers
3. Power rule for fractional powers
4. Product rule with two functions
5. Product rule with three or more functions
6. Quotient rule (and reciprocal rule)
7. Trigonometric derivatives
8. Exponential derivatives
9. Logarithmic derivatives
Chain rule\n\t
1. Chain rule with power rule
2. Chain rule with trig, log, and exponential functions
3. Chain rule with product rule
4. Chain rule with quotient rule
Other derivatives\n\t
1. Inverse trigonometric derivatives
2. Hyperbolic derivatives
3. Inverse hyperbolic derivatives
4. Logarithmic differentiation
Tangent and normal lines\n\t
1. Tangent lines
2. Value that makes two tangent lines parallel
3. Values that make the function differentiable
4. Normal lines
5. Average rate of change
Implicit differentiation\n\t
1. Implicit differentiation
2. Equation of the tangent line with implicit differentiation
3. Higher-order derivatives
4. Second derivatives with implicit differentiation
Optimization and sketching graphs\n\t
1. Critical points and the first derivative test
2. Inflection points and the second derivative test
3. Intercepts and vertical asymptotes
4. Horizontal and slant asymptotes
5. Sketching graphs
6. Extrema on a closed interval
7. Sketching f(x) from f'(x)
Linear approximation\n\t
1. Linear approximation
2. Estimating a root
3. Absolute, relative, and percentage error
Related rates\n\t
1. Radius of the balloon
2. Price of the product
3. Water level in the tank
4. Observer and the airplane
5. Ladder sliding down the wall
Applied optimization\n\t
1. Applied optimization
Derivative theorems\n\t
1. Mean Value Theorem
2. Rolle's Theorem
3. Newton's Method
4. L'Hospital's Rule
Physics and economics\n\t
1. Position, velocity, and acceleration
2. Ball thrown up from the ground
3. Coin dropped from the roof
4. Marginal cost, revenue, and profit
Exponential growth and decay\n\t
1. Half life
2. Newton's Law of Cooling
3. Sales decline
4. Compounding interest

About the Author
\n

Krista King is a math tutor, online educator, and the creator of KristaKingMath.com. Her YouTube channel has more than 43.5 million views, and her online courses have helped more than 244,000 students.\n

\"Krista is very very quick to respond. I've had a few questions and I usually didn't have to wait much longer than a day to get an answer. Not only that, but she obviously spent time answering to make sure I understood the content.\" - Morgan Gray\n

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By signing up for the Calculus 1 course, you'll gain access to:\n

Calculus 1, and every other Krista King Math course
Step-by-step videos
Course notes and flashcards
Practice quizzes
Bonus practice workbooks
Comprehensive formula sheets
Summary study sheets
Practice final exams

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