Calculus
Contextual applications of differentiation
- Interpreting the meaning of the derivative in context
- Straight-line motion: connecting position, velocity, and acceleration
- Rates of change in other applied contexts (non-motion problems)
- Introduction to related rates
- Solving related rates problems
- Approximating values of a function using local linearity and linearization
- Using L’Hôpital’s rule for finding limits of indeterminate forms
Register for a session to review this topic with a small group of learners.
Cd
Calculus · series session
Contextual applications of differentiation
We will cover the topic of related rates in differential calculus. We will introduce the topic and go through some practice questons together.
MB
Mohamed Ilyas B
0
4/10
Cd
Calculus · series session
Contextual applications of differentiation
Today we will learn all sorts of derivative applications. What shape container minimizes surface area for a set volume? How do we maximize profit? Minimize costs? These are all things we will cover today. We'll also learn how to analyze functions with their derivatives. When is a function concave up? How about concave down? Increasing or decreasing? These are all things we'll cover today. We'll wrap up derivatives today and head into integrals next.
BL
NB
Noah B
0
6/30
Cd
Calculus · series session
Contextual applications of differentiation
Applications of derivatives - Graphs: Increasing, Decreasing, Maxima, Minima, points of inflection, etc.
SL
HL
Hyemin L
0
6/30
Cd
Calculus · series session
Contextual applications of differentiation
Related Rates
SL
HL
Hyemin L
0
6/30
Cd
Calculus · series session
Contextual applications of differentiation
Modeling and Optimization
SL
HL
Hyemin L
0
6/30
Cd
Calculus · series session
Contextual applications of differentiation
L'Hopitals Rule
SL
HL
Hyemin L
0
6/30
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