10:27

Superannuation Formula: Amount accumulated in a Pension Fund with Interest

04:44

Derivative of cos^2(x) - d/dx [cos^2(x)] - Chain Rule and Half Angle Formula

16:56

Integral Test for Convergence/Divergence of Infinite Series (How it Works)

06:14

Simple vs Compound Interest (Compound not much better?)

06:04

Limit of xe^x as x approaches -∞ (negative infinity) - L'Hospital's Rule

03:57

Compound Interest: How much can you earn in 3 years at 9 per cent?

11:31

Harmonic Series: why it is Divergent

13:25

Convergence and Divergence of Infinite Series with Example Problems

09:25

How to integrate ∫csc^3(x)dx - (Integration By Parts)

06:02

Limit of (2 + h)^3 - 8 / h as h approaches 0

02:38

What is the derivative of tan^2(x)? - d/dx[tan^2(x)]

14:32

Trig and Complex Numbers - Power Reduction Identities

08:36

Inverse hyperbolic cosine [cosh^-1(x)] as a logarithm

04:20

How to evaluate the limit sqrt(1 + h) - 1 / h as x approaches 0

08:06

Integral of ∫ sin(4x) / cos^4(x) dx

08:40

Trig and Complex Numbers - Multiple Angle Identities

04:06

Derivative of csc(x) - Reciprocal Rule

08:39

Evaluating the Integral ∫ sqrt(x) / x^2 + x dx on the interval [1/3, 3]

08:02

Proof: Reciprocal Rule of Differentiation by First Principles

06:14

Limit of (x^2 + x - 6) / (x - 2) as x approaches 2

03:07

How to Integrate ∫ log_a(x) dx

04:22

Derivative of arcsin(x) - d/dx [ sin^-1(x) ] - Inverse Sine function

14:37

How to Integrate ∫xsin^3(x)cos^4(x)dx

10:59

Integral of ∫ acos(x) / b + acos(x) dx with t = tan(x/2)

04:07

How to integrate ∫ dx / (a^2 + b^2x^2)

03:25

How to Integrate ∫ a^x dx

11:20

Find a and b for ax^3 - 8x^2 - 9x + b: Polynomial Remainder Theorem

07:47

Integral of tan^4(x) = Integral of y^4/(y^2+1) ?? - Change of Variable

07:35

Proof: Limit as x approaches 0 of [tan(x) - x] / x^3 = 1/3 (L'Hospital's Rule)

02:34

What is the derivative of sec^2(x)? - d/dx[sec^2(x)]

07:21

Limit as x approaches 0 of [tan(x) - x] / x^3 = 0? My calculator lies?

02:24

What is the Derivative of log_a(x)

08:53

What is the derivative of a^x?

10:24

Proof: Derivative of e^x is e^x

08:14

Proof: Derivative of ln(x) = 1/x by First Principles

05:52

Integral of arccos(x) - Integration By Parts

02:47

Integral of lnx/x with Substitution

12:13

Integrating (x + 4) / (x^3 + 3x^2 - 10x) - Partial Fractions, Cover Up Rule

05:12

Differentiate Inverse Cosine - arccos(x) - d/dx [ cos^-1(x) ]

08:15

Geometric Sequences: Find First Term and Common Ratio given Sum to nth term and Infinity

10:47

Projectile Motion 3 - Angle and Speed Required to Clear 2 Walls

17:12

Projectile Motion 2 - Maximum Height, Flight Time and Range

16:17

Projectile Motion 1 - Definition and Derivation of Formulas

19:25

Modelling Free fall with Air Resistance - First Order Differential Equations

09:44

Mixing Salt and Water with Changing Volume

09:17

General Formula for the Integral of ∫ x/ a - bx dx

06:30

Integral of ∫ x/(1-x) dx - 2 methods

07:11

Integral of ∫sin(2x)cos(5x)dx with Product to Sum Formula

14:40

Proof: Derivative of sin(x) = cos(x) by First Principles

10:26

Limit of sin(x)/x as x approaches 0: Geometric Proof

14:48

Geometric Series - Sum to Infinity of {9, -3, 1, ... }

07:00

Modelling Population Growth with the Logistic Model: IVP

08:25

Integral of arcsin(x)dx - Inverse Sine [sin^-1(x)] - Integration by Parts

05:53

Integral of ∫dx/sqrt(1-x^2) by Trigonometric Substitution

14:11

Geometric Series: Deriving the Summation Formulas

15:05

The Logistic Differential Equation for Population Growth: General Solution

10:18

Geometric Sequences: The Geometric Mean

05:12

Geometric Sequences: Find the first term and common ratio

06:17

Geometric Sequences: Find the 4th term given the 7th term

05:54

Integral of ∫tan^4(x)dx using the Reduction Formula