09:55
How to Calculate a Volume Bounded by Surfaces Where There is No z=f(x,y) Surface
12:02
Introduction to Volumes Bounded by Surfaces
09:23
How To Find Volumes of Solids of Revolution Using Double Integrals
15:46
How To Find Volumes of Solids of Revolution about Diagonal Axes
12:47
How To Find Volumes of Solids of Revolution Using the Cylindrical Shells Method
10:34
How to Find the Limit of a Complex-Valued Function
09:33
How to Solve this Seemingly Tough Integral by Inspection
07:17
How To Solve Composite Function Limits by L'Hopital's Rule - Two Methods
06:23
Finding the Volume about Both x and y axis of the Solid of Revolution of a Region
15:29
Introduction to Volumes of Solids of Revolution
05:21
Great Practice using L'Hopital's Rule
03:58
An Intriguing Differential Equation Solved by Separation of Variables
08:58
A Cool Method Solves this Quickly Without Using Vieta's Formulae
15:01
Solving a Quartic Polynomial Question with Vieta's Formulae
05:25
A Tricky 'Transformation of Roots of a Cubic' Question
12:10
Cumulative Distribution Function F(x) of a Continuous Random Variable X
11:48
Median, Mode and Mean of a Continuous Random Variable
13:37
Introduction to L'Hopital's Rule for Limits of Indeterminate Forms
12:48
Expected Value and Variance of Continuous Random Variables
11:35
Probability Density Functions f(x) of Continuous Random Variables
16:11
Introduction to Continuous Random Variables
14:05
Answering 'Show there are NO Integer Roots of a Polynomial' Exam Questions
08:07
Introduction to Proofs by Contradiction
07:42
An Intriguing Exponential Equation - the answer isnt 6!
15:58
The Tower of Hanoi, Recurrence Relations and Proof by Induction
10:24
An Intriguing Series Summation Linked to Combinatorics and Subset Counting
13:42
A Trigonometric Summation Proof by Mathematical Induction
11:33
A Differentiation Proof by Mathematical Induction
08:03
A Second Order Recurrence Relation Proof by Mathematical Induction
13:28
A First Order Recurrence Relation Proof by Mathematical Induction
11:53
A Combinatoric Summation Proof by Mathematical Induction
03:52
A Divisibility Proof by Mathematical Induction
07:29
Introduction to Proofs by Mathematical Induction
13:08
Can you Correctly Calculate these Playing Card Probabilities?
07:56
GR 3768 Question 49 Solved with both Cauchy Integral Formula for Derivatives and the Residue Theorem
18:40
Residue Theorem (aka Cauchy's Residue Theorem) Refresher
17:33
Cauchy Integral Questions Revision and Practice Part THREE
13:58
Cauchy Integral Questions Revision and Practice Part TWO
18:34
Cauchy Integral Questions Revision and Practice Part ONE
07:12
Informal Proof of Cauchy's Integral Formula and Cauchy's Integral Formula for Derivatives
10:55
Cauchy's Integral Theorem and When to Use It
22:14
Laurent Series Expansions Reviewer
13:42
A Familiar Looking Integral made Much Harder with Complex Coefficients
13:02
Quick Method to Find Interval of Convergence of Taylor Series Expansion of a/(bx+c) about a Point
07:35
Two Correct (and One Incorrect) Methods to Find this Limit
12:55
Taylor Series Expansions and Approximations
13:16
Maclaurin Series Expansions and Partial Fractions
04:27
L'Hopital Trap for the Unwary
08:26
Partial and Total Differentiation and Independent and Dependent Variables
13:39
Implicit Partial Differentiation and Independent Variables
11:07
Partial Differentiation but Keeping which Variables Constant?
08:04
Introduction to Premises, Conclusions and Valid or Invalid Arguments
07:53
Volume of Solid of Revolution and Rate of Change Question - Great Practice!
17:08
Connecting Definite Integrals, Limits to Infinity of Sums and Riemann Sums
03:39
Avoiding Extraneous Solutions with the Lambert W Function
06:39
Finding ALL Solutions with the Lambert W Function
08:13
How to Solve an Exponential Equation with the Lambert W Function
09:02
Reconciling Two Seemingly Completely Different Lambert W Solutions
13:28
How to Solve Coin Toss Problems Using Markov Chains
06:34
GMAT / GRE 'Work' Word Problem with a Twist
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About
Gresty Academy together with Anstey Maths - making learning maths slightly less painful or slightly more fun, depending on your viewpoint! We have hundreds of maths videos already uploaded and are adding new ones every day, organised into dozens of playlists and podcasts by topic and difficulty level.
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