3.2 - Using Matrices to Solve Systems of Equations
Carolina Calculus
3.2 - Using Matrices to Solve Systems of Equations
1:27:10
3.1 - Systems of Two Equations in Two Unknowns
Carolina Calculus
3.1 - Systems of Two Equations in Two Unknowns
50:51
Section 6.6 - Integration by Substitution
Carolina Calculus
Section 6.6 - Integration by Substitution
50:35
Section 6.4 - Application: Consumer and Producer Surplus
Carolina Calculus
Section 6.4 - Application: Consumer and Producer Surplus
38:34
Section 6.3 - Using the FTC to Find Definite Integrals
Carolina Calculus
Section 6.3 - Using the FTC to Find Definite Integrals
26:25
Section 6.2 - Antiderivatives and the Indefinite Integral
Carolina Calculus
Section 6.2 - Antiderivatives and the Indefinite Integral
37:06
Section 6.1 - Analyzing Antiderivatives Graphically and Numerically
Carolina Calculus
Section 6.1 - Analyzing Antiderivatives Graphically and Numerically
31:34
Section 5.6 - Average Value
Carolina Calculus
Section 5.6 - Average Value
17:35
Section 5.5 - Total Change and the FTC
Carolina Calculus
Section 5.5 - Total Change and the FTC
20:19
Section 5.4 - Interpretations of the Definite Integral
Carolina Calculus
Section 5.4 - Interpretations of the Definite Integral
20:01
Section 5.3 - The Definite Integral as Area
Carolina Calculus
Section 5.3 - The Definite Integral as Area
18:39
Section 5.2 - The Definite Integral
Carolina Calculus
Section 5.2 - The Definite Integral
24:09
Section 5.1 - Distance and Accumulated Change
Carolina Calculus
Section 5.1 - Distance and Accumulated Change
42:38
Section 4.4 - Profit, Cost, and Revenue
Carolina Calculus
Section 4.4 - Profit, Cost, and Revenue
23:30
Section 4.3 - Global Maxima and Minima
Carolina Calculus
Section 4.3 - Global Maxima and Minima
28:03
Section 4.2 - Inflection Points
Carolina Calculus
Section 4.2 - Inflection Points
21:09
Section 4.1 - Local Maxima and Minima
Carolina Calculus
Section 4.1 - Local Maxima and Minima
38:22
Section 3.4 - The Product and Quotient Rules
Carolina Calculus
Section 3.4 - The Product and Quotient Rules
36:16
Section 3.3 - The Chain Rule
Carolina Calculus
Section 3.3 - The Chain Rule
46:09
Section 3.2 - Exponential and Logarithmic Functions
Carolina Calculus
Section 3.2 - Exponential and Logarithmic Functions
36:06
Section 3.1 - Derivative Formulas for Powers and Polynomials
Carolina Calculus
Section 3.1 - Derivative Formulas for Powers and Polynomials
42:44
Section 2.5 - Marginal Cost and Revenue
Carolina Calculus
Section 2.5 - Marginal Cost and Revenue
18:51
Section 2.4 - The Second Derivative
Carolina Calculus
Section 2.4 - The Second Derivative
30:08
Section 2.3 - Interpretations of the Derivative
Carolina Calculus
Section 2.3 - Interpretations of the Derivative
36:42
Section 2.2 - The Derivative Function
Carolina Calculus
Section 2.2 - The Derivative Function
31:26
Section 2.1 - Instantaneous Rate of Change
Carolina Calculus
Section 2.1 - Instantaneous Rate of Change
31:33
Section 1.9 - Proportionality and Power Functions
Carolina Calculus
Section 1.9 - Proportionality and Power Functions
49:01
Section 1.8 - Old Functions from New
Carolina Calculus
Section 1.8 - Old Functions from New
26:41
Section 1.7 - Exponential Growth and Decay
Carolina Calculus
Section 1.7 - Exponential Growth and Decay
33:35
Section 1.6 - The Natural Logarithm
Carolina Calculus
Section 1.6 - The Natural Logarithm
48:47
Section 1.5 - Exponential Functions
Carolina Calculus
Section 1.5 - Exponential Functions
42:24
Section 1.4 - Application of Functions to Economics
Carolina Calculus
Section 1.4 - Application of Functions to Economics
39:37
Section 1.3 Average Rate of Change and Relative Change
Carolina Calculus
Section 1.3 Average Rate of Change and Relative Change
49:06
Section 1.2 - Linear Functions
Carolina Calculus
Section 1.2 - Linear Functions
1:18:59
Section 1.1 - What is a Function?
Carolina Calculus
Section 1.1 - What is a Function?
1:10:23