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The Maths Prof @UCbWJ4vNe_H4gnBZng-4YQQA@youtube.com

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The Maths Prof is here to help you with your maths problems!


06:06
The Maths Prof: Rates of Change, Derivatives (Part 2)
04:28
The Maths Prof: Rates of Change, Derivatives (part 1)
02:13
Exam Tips from The Maths Prof
15:28
The Maths Prof: Definite Integration
12:27
The Maths Prof: Use differentiation to integrate these expressions
04:23
The Maths Prof: Find equation of a curve from dy/dx & a point (x,y) (integration)
06:31
The Maths Prof: Integration of (ax+b)ⁿ
08:03
The Maths Prof: Exponential Growth & Decay IGCSE GCSE Exam Questions
16:25
The Maths Prof: Indices/Exponents NEW EXAM QUESTIONS! (Part 2)
10:50
The Maths Prof: Indices/Exponents NEW EXAM QUESTIONS! (Part 1)
04:52
The Maths Prof: Find equation of a curve from dy/dx & a point (x,y) (integration)
14:45
The Maths Prof: Graphs & Differentiation NEW EXAM QUESTIONS!
03:02
The Maths Prof: Find f(x) in terms of x when given f'(x) (integration)
12:20
The Maths Prof: Find y in terms of x when given dy/dx (integration)
09:24
The Maths Prof: Integration (part 2)
07:29
The Maths Prof: Integration (part 1)
02:03
The Maths Prof: Lowest Common Multiple / Least Common Multiple (LCM) of 3 numbers
03:29
The Maths Prof: Lowest Common Multiple / Least Common Multiple (LCM) of 2 numbers
02:17
The Maths Prof: Highest Common Factor (HCF) / Greatest Common Factor (GCF) of 140, 126 & 230
03:22
The Maths Prof: Highest Common Factor (HCF) / Greatest Common Factor (GCF) of 140 & 126
20:12
The Maths Prof: AS Level Differentiation EXAM QUESTIONS
02:39
The Maths Prof: Finding Second Derivatives Part 2 (chain rule differentiation)
07:19
The Maths Prof: Finding Second Derivatives d²y/dx² and f''(x)
05:56
The Maths Prof: Finding Equation of Normal to Curve (Differentiation)
03:58
The Maths Prof: Finding Equations of Tangents (Differentiation)
05:39
The Maths Prof: Finding Coordinates On Curve From Gradient (Differentiation Chain Rule)
02:56
The Maths Prof: Find Gradient of Curve y=(2x-3)⁵ at the point (2,1) (Chain Rule Differentiation)
07:22
The Maths Prof: Differentiation Chain Rule e.g y=(3x-2)⁴
01:17:13
The Maths Prof: NEW Cambridge IGCSE Maths Calculator Specimen Paper 4 (Extended) 2025
01:26:02
The Maths Prof: NEW Cambridge IGCSE Maths Non-Calculator Specimen Paper 2 (Extended) 2025
04:56
The Maths Prof: Differentiation Problem Solving (Find the values of a & b...)
04:45
The Maths Prof: Finding Coordinates From Gradient (Differentiation)
04:37
The Maths Prof: Finding Gradient of Tangent (Differentiation)
55:45
The Maths Prof: NEW Cambridge IGCSE Maths Non-Calculator Specimen Paper 1 (Core) 2025
56:50
The Maths Prof: Graphs EXAM QUESTIONS (part 2)
27:07
The Maths Prof: Graphs EXAM QUESTIONS (part 1)
30:59
The Maths Prof: AS Level Circular Measure EXAM QUESTIONS
01:57
The Maths Prof: Finding the Area of a Sector
01:18
The Maths Prof: Finding the Length of an Arc
12:43
The Maths Prof: Using Cumulative Frequency Diagrams
15:00
The Maths Prof: Using Map Scales
17:08
The Maths Prof: Tree Diagrams
33:23
The Maths Prof: AS Level Coordinate Geometry Exam Questions
14:43
The Maths Prof: Finding Equation of Circle (3 points on circumference given)
12:45
The Maths Prof: Finding Centre & Radius of Circles from Equations
07:23
The Maths Prof: Finding Equation of a Perpendicular Bisector
13:29
The Maths Prof: Parallel & Perpendicular Lines
20:54
The Maths Prof: Venn Diagrams EXAM QUESTIONS
02:47
The Maths Prof: Finding the Modulus
03:11
The Maths Prof: Using Midpoints To Find Coordinates
08:22
The Maths Prof: Shading Venn Diagrams
09:13
The Maths Prof: Length of Line Segment
36:08
The Maths Prof: Quadratics EXAM QUESTIONS
18:28
The Maths Prof: Line & Quadratic Curve Intersections
13:54
The Maths Prof: The Discriminant (b²-4ac)
10:29
The Maths Prof: Sketch & Find Max/Min Values of Quadratics
05:55
The Maths Prof: Box-and-Whisker Plot
09:24
The Maths Prof: Solving More Complex Quadratic Equations (substitution)
12:36
The Maths Prof: Solving Trig Equations (with multiple solutions) PART 3
08:58
The Maths Prof: Solving Trig Equations (with multiple solutions) PART 2