Videos for Calculus - IB
These comprehensive video lessons help IB Mathematics Applications & Interpretation (AI) students Standard Level (SL) and Higher Level (HL) understand and master the essential concepts needed for success in IB Exams. Each video focuses on Calculus and is aligned with the IB Mathematics Applications & Interpretation (AI) syllabus, ensuring focused learning on core principles, advanced applications, and practical problem-solving. Students can watch and rewatch anytime, anywhere, perfect for visual learners, reinforcing complex concepts, and understanding IB methodology. By using RevisionDojo's video lessons consistently, learners build deep understanding and enter the exam with confidence.
AHL 5.10—Second derivatives, testing for max and min
14 min
AIHL 5.10.1 Relationship between graphs and derivatives
AHL 5.10—Second derivatives, testing for max and min
15 min
AIHL 5.10.2 sketching derivatives
AHL 5.10—Second derivatives, testing for max and min
14 min
AIHL 5.10.3 Classifying stationary points
AHL 5.10—Second derivatives, testing for max and min
8 min
AIHL 5.10.4 Points of inflexion
AHL 5.10—Second derivatives, testing for max and min
AHL 5.11—Indefinite integration, reverse chain, by substitution
11 min
AIHL 5.11.1 Integration power rule (rational power)
AHL 5.11—Indefinite integration, reverse chain, by substitution
3 min
AIHL 5.11.2 Integrating sin and cos
AHL 5.11—Indefinite integration, reverse chain, by substitution
11 min
AIHL 5.11.4 Inverse chain rule
AHL 5.11—Indefinite integration, reverse chain, by substitution
20 min
AIHL 5.11.5 Integration by substitution
AHL 5.11—Indefinite integration, reverse chain, by substitution
AHL 5.12—Areas under a curve onto x or y axis. Volumes of revolution about x and y
16 min
AIHL 5.12.1 Area under the curve
AHL 5.12—Areas under a curve onto x or y axis. Volumes of revolution about x and y
12 min
AIHL 5.12.2 Area between curve and y-axis
AHL 5.12—Areas under a curve onto x or y axis. Volumes of revolution about x and y
13 min
AIHL 5.12.3 Volume of revolution intro and x-axis
AHL 5.12—Areas under a curve onto x or y axis. Volumes of revolution about x and y
4 min
AIHL 5.12.4 Volume of revolution about y-axis AIHL
AHL 5.12—Areas under a curve onto x or y axis. Volumes of revolution about x and y
AHL 5.13—Kinematic problems
AHL 5.14—Setting up a DE, solve by separating variables
AHL 5.15—Slope fields
AHL 5.16—Eulers method for 1st order DEs
AHL 5.17—Phase portrait
12 min
FREE
AIHL 5.17.1 Phase portraits intro
AHL 5.17—Phase portrait
13 min
AIHL 5.17.2 Solutions of coupled differential equations (p1)
AHL 5.17—Phase portrait
12 min
AIHL 5.17.3 Solutions of coupled differential equations (p2)
AHL 5.17—Phase portrait
6 min
FREE
AIHL 5.17.4 Sketching phase portraits introduction
AHL 5.17—Phase portrait
7 min
AIHL 5.17.5 Sketching phase portraits (source)
AHL 5.17—Phase portrait
4 min
AIHL 5.17.6 Sketching phase portraits (sink)
AHL 5.17—Phase portrait
4 min
AIHL 5.17.7 Sketching phase portraits (spiral sink)
AHL 5.17—Phase portrait
8 min
AIHL 5.17.8 Sketching phase portraits (spiral source)
AHL 5.17—Phase portrait
6 min
AIHL 5.17.9 Sketching phase portraits (centre)
AHL 5.17—Phase portrait
AHL 5.18—Eulers method for 2nd order DEs
AHL 5.9—Differentiating standard functions and derivative rules
6 min
AIHL 5.9.1 Derivative of sinx,cosx,lnx,e^x
AHL 5.9—Differentiating standard functions and derivative rules
11 min
AIHL 5.9.2 Differentiation (rational exponents)
AHL 5.9—Differentiating standard functions and derivative rules
15 min
AIHL 5.9.3 Chain rule
AHL 5.9—Differentiating standard functions and derivative rules
6 min
FREE
AIHL 5.9.4 Product rule
AHL 5.9—Differentiating standard functions and derivative rules
9 min
AIHL 5.9.5 Quotient rule
AHL 5.9—Differentiating standard functions and derivative rules
16 min
AIHL 5.9.6 Related rates of change
AHL 5.9—Differentiating standard functions and derivative rules