LEAVING CERT HIGHER LEVEL · MATHS
2023 — Paper 1
300 marks · full worked video solutions by Paul
Section A · Concepts & Skills
Q130 marks
Algebra
📚 3 tutorials for this question
Q230 marks
DifferentiationSequences & SeriesFunctions & Graphs
Q330 marks
ProofsNumber TheoryIndices & Logs
Q430 marks
Complex Numbers
📚 7 tutorials for this question
Complex Numbers 8 — Quadratic Equations with Complex RootsComplex Numbers 2 — Addition, Subtraction, MultiplicationComplex Numbers 14 — Using De Moivre’s Theorem to Find More Than One AnswerComplex Numbers 13 — Converting to Polar Form and Applying De Moivre’s TheoremComplex Numbers 10 — Introduction to Polar FormComplex Numbers 7 — Rotations on the Argand PlaneComplex Numbers 5 — Modulus and Conjugates
Q530 marks
DifferentiationFunctions & Graphs
📚 9 tutorials for this question
Differentiation 8 — Chain RuleDifferentiation 1 — IntroductionDifferentiation 7 — Quotient RuleDifferentiation 6 — Product RuleDifferentiation 3 — Trigonometric FunctionsDifferentiation 9 — LogsFunctions and Graphs 4 — Composite FunctionsFunctions and Graphs 5 — Injective FunctionsFunctions and Graphs 6 — Surjective Functions
Q630 marks
AlgebraIntegrationIndices & Logs
Section B · Contexts & Applications
Q750 marks
DifferentiationAlgebraIntegration
📚 9 tutorials for this question
Differentiation 18 — Rates of ChangeDifferentiation 1 — IntroductionDifferentiation 15 — Turning Points / Max & Min PointsAlgebra 9 — Nature of Quadratic GraphsDifferentiation 13 — Second DerivativeIntegration 11 — Average ValueIntegration 7 — Integration with LimitsIntegration 1 — AlgebraDifferentiation 14 — Slopes
Q850 marks
Financial MathsSequences & SeriesProbability
📚 6 tutorials for this question
Q950 marks
Number TheoryFunctions & GraphsDifferentiation
Q1050 marks
IntegrationSequences & SeriesAlgebraDifferentiation
📚 8 tutorials for this question