Practice Assessment Unit 3 …………………. Answers
Practice Paper Unit 4 ………………………….. Answers
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Year 13 Assessments December 2020
Assessment 1 Mr. Hoppins ………………………………. Answers
Assessment 2 Mr. Lunt ……………………………………. Answers
Unit 3
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DIFFERENTIATION
VIDEO:Inflection Points A : introduction
VIDEO:Inflection Points B : basic example
VIDEO:Inflection Points C : ambiguous 2nd derivative
VIDEO:Inflection Points D : ambiguous example
VIDEO:Inflection Points E : inflection pts may not be stationary pts
VIDEO:Inflection Points F : basic ‘A’ level question
VIDEO:Inflection Points G : advanced ‘A’ level question
Inflection points 1: Sketching Curves from Given Equation ……. Answers
Inflection Points 2: Finding Equation of curve from SP/inflect pt info ….Answers
Inflexion Points 3 …………………. Answers
Inflexion Points 4 …………………. Answers
VIDEO:Differentiation : introduction
VIDEO:Differentiation : Product Rule Basics
Differentiation:Product Rule Basics …………….. Answers
VIDEO:Differentiation : Quotient Rule Basics
Differentiation:Quotient Rule Basics ……………. Answers
VIDEO:Differentiation : Standard Derivatives
VIDEO:Differentiation : Product Rule & Standard derivatives
Differentiation:Product Rule/Standard Derivs ….. Answers
VIDEO:Differentiation : Quotient Rule & Standard Derivatives
Differentiation:Quotient Rule/Standard Derivs ….. Answers
VIDEO:Differentiation : Chain Rule Basics
Differentiation:Chain Rule Basics ……………………. Answers
VIDEO:Differentiation : Chain Rule & Standard Derivatives
Differentiation:Chain Rule/Standard Derivs ……… Answers
VIDEO:Differentiation : Chain Rule quick method: Function of a Function
VIDEO:Differentiation : Function of a Function use
VIDEO:Differentiation : New Standard Derivative: Inverse Trig Functions
VIDEO:Differentiation : ‘A’ Level Questions 1
VIDEO:Differentiation : ‘A’ Level Questions 2
VIDEO:Differentiation : ‘A’ Level Questions 3
Differentiation Higher 1 ………………………. Answers
Differentiation Higher 2 ……………………….. Answers
Differentiation Higher 3 ……………………….. Answers
Differentiation Higher 4 ……………………….. Answers
Differentiation Higher 5 ……………………….. Answers
VIDEO:Implicit Differentiation : Introduction
VIDEO:Implicit Differentiation : Basic Examples
VIDEO:Implicit Differentiation : ‘A’ Level Examples 1
VIDEO:Implicit Differentiation : ‘A’ Level Examples 2
Implicit Differentiation 1 ……………………….. Answers
Implicit Differentiation 2 ………………………. Answers
Implicit Differentiation 3 ………………………. Answers
Rates of Change ……………………………………. Answers
PARAMETERS
Parameters 1 …………………………………………. Answers
Parameters 2 …………………………………………. Answers
Advanced Parameters 1 ………………………… Answers
Advanced Parameters 2 ………………………… Answers
Advanced Parameters 3 ………………………… Answers
Advanced Parameters 4 ………………………… Answers
Parameters with 2nd Derivatives 1 ……… Answers
Parameters with 2nd Derivatives 2 ……… Answers
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TRIGONOMETRY
ANGLES IN RADIANS …… VIDEO
CONVERTING DEGREES TO RADS…….VIDEO
AREA of SECTOR FORMULA …… VIDEO
BASIC SECTOR CALCULATIONS 1 …..VIDEO
BASIC SECTOR CALCULATIONS 2 …..VIDEO
HARDER SECTOR CALCULATIONS 1 ….VIDEO
HARDER SECTOR CALCULATIONS 2 ….VIDEO
HARDER SECTOR CALCULATIONS 3 ….VIDEO
Trigonometry 1: Arcs and Sectors……….. Answers
Trigonometry 2: Arcs and Sectors ………… Answers
Trigonometry 3: Identities in Equations …… Answers
Trigonometry 4: Identities in Equations ….. Answers
Trigonometry 5:Double Angle equations…… Answers
Trigonometry 7:Double Angle equations …… Answers
Trigonometry 8 :Proofs………………………….. Answers
Trigonometry 9: aSinx + bCosx ………………… Answers
ANGLE X SMALL and in RADS 1 ….VIDEO
ANGLE X SMALL and in RADS 2 ….VIDEO
SIMPLIFY using SMALL ANGLES 1 ….VIDEO
SIMPLIFY using SMALL ANGLES 2 ….VIDEO
TRIG IDENTITY PROOF:SMALL ANGLE ….VIDEO
TRIG EQN: SMALL ANGLES IN RADS…. VIDEO
Trig. 10 Trig values small angles in rads ………….. Answers
DIFFERENTIATE Sinx 1ST PRINCIPLES VIDEO
DIFFERENTIATE Cosx 1ST PRINCIPLES VIDEO
TEST ……………… Answers
PARTIAL FRACTIONS
Partial Fractions 1 ……………………………. Answers
Partial Fractions 2 …………………………….. Answers
Partial Fractions 3 ……………………………. Answers
Partial Fractions 4 ……………………………. Answers
INTEGRATION
Integration 1 : Funct of a Funct ………….. Answers
Integration 2 : Basic Exam Questions … Answers
Integration 3 : Basic Exam Questions … Answers
Integration 4 : Basic Exam Questions … Answers
Integration 5 : Basic Exam Questions … Answers
Integration 6 : Substitution 1 ……………… Answers
Integration 7 : Substitution 2 ……………… Answers
Integration 8 : Substitution 3 ………………. Answers
Integration Revision ………………………….. Answers
Integration 9 : By Parts 1 ……………………… Answers
Integration 10 : By Parts 2 ……………………. Answers
Integration 11 : By Parts(Definite) ……….. Answers
Integration 12 : Past Paper General ……… Answers
Area Under Trig Graph …………………….. Answers
Area Bounded by Two Curves ……………. Answers
Trig. 8 Further Graphs …………………………. Answers
MOCK PAPER …… Answers
Differential Equations 1 …………………………… Answers
Differential Equations 2 ………………………….. Answers
Differential Equations 3 ………………………….. Answers
Proof by Contradiction 1 …………………………. Answers
Proof by Contradiction 2 …………………………. Answers
BINOMIAL THEOREM
Binomial Theorem 1 ………………………………. Answers
Binomial Theorem 2 ……………………………… Answers
Binomial Theorem 3 ………………………………. Answers
ARITHMETIC/GEOMETRIC SERIES
Arithmetic Progressions 1 ……………………….. Answers
Arithmetic Progressions 2 ……………………….. Answers
Arithmetic Progressions 3 ……………………….. Answers
Geometric Progressions 1 ……………………….. Answers
Geometric Progressions 2 ……………………….. Answers
Geometric Progressions 3 ……………………….. Answers
FUNCTIONS
Functions 1 ……………………………………………. Answers
Functions 2 ……………………………………………… Answers
Functions 3 ……………………………………………… Answers
Functions 4 ……………………………………………… Answers
Functions 5 ……………………………………………… Answers
Graph Transformations ………………………. Answers
Modulus Work ……………………………………….. Answers
Exponential and Log Graph Sketches ……… Answers
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UNIT 4 : Mechanics
Resoving Forces 1: Resultant Forces ……………………………. Answers
Resolving Forces 2: Equilibrium/Statics ………………………. Answers
Resolving Forces 3: Eqm/Static Systems of Strings ………. Answers
Connected Particles in eqm on slopes ………………………… Answers
Connected Particles on Smooth Slopes RF=ma …………… Answers
Connected Ples. on Slopes with Resistances ………………. Answers
Connected Ples. in eqm. on Double Inclined Plane ……… Answers
Connected Ples. Double Inclined Plane RF=ma ………….. Answers
Con. Ples. Double Inc Plane in eqm ABOUT to move …. Answers
Moments 1: Exam Questions ………………………………………. Answers
Moments 2: Exam Questions ……………………………. Answers
Moments 3: Exam Questions ……………………………. Answers
Moments 4: Exam Questions ……………………………. Answers