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  1. MATHS Year 2
  2. Pure

Pure

    • Solomon sheetsSolomon sheets
      • Alg fractionsAlg fractions
        • E3Arat_A.pdfE3Arat_A.pdf
        • E3Arat_B.pdfE3Arat_B.pdf
        • E3Arat_C.pdfE3Arat_C.pdf
        • E3Qrat A alg fractions.pdfE3Qrat A alg fractions.pdf
        • E3Qrat B more alg fractions.pdfE3Qrat B more alg fractions.pdf
        • E3Qrat C exam qs on alg fractions.pdfE3Qrat C exam qs on alg fractions.pdf
        • E4Apar_A.pdfE4Apar_A.pdf
        • E4Apar_B.pdfE4Apar_B.pdf
        • E4Qpar A partial fractions.pdfE4Qpar A partial fractions.pdf
        • E4Qpar B partial fraction exam qs.pdfE4Qpar B partial fraction exam qs.pdf
      • Binomial ExpansionsBinomial Expansions
        • E4Aser_A.pdfE4Aser_A.pdf
        • E4Aser_B.pdfE4Aser_B.pdf
        • E4Aser_C.pdfE4Aser_C.pdf
        • E4Qser A Binomial expansions.pdfE4Qser A Binomial expansions.pdf
        • E4Qser B more Binomial expansions.pdfE4Qser B more Binomial expansions.pdf
        • E4Qser C Bin Exp exam qs.pdfE4Qser C Bin Exp exam qs.pdf
      • DifferentiationDifferentiation
        • E3Adif_A.pdfE3Adif_A.pdf
        • E3Adif_B.pdfE3Adif_B.pdf
        • E3Adif_C.pdfE3Adif_C.pdf
        • E3Adif_D.pdfE3Adif_D.pdf
        • E3Adif_E.pdfE3Adif_E.pdf
        • E3Adif_F.pdfE3Adif_F.pdf
        • E3Adif_G.pdfE3Adif_G.pdf
        • E3Adif_H.pdfE3Adif_H.pdf
        • E3Adif_I.pdfE3Adif_I.pdf
        • E3Adif_J.pdfE3Adif_J.pdf
        • E3Adif_K.pdfE3Adif_K.pdf
        • E3Qdif A exponentials and logs.pdfE3Qdif A exponentials and logs.pdf
        • E3Qdif B more exp and logs.pdfE3Qdif B more exp and logs.pdf
        • E3Qdif C Chain rule.pdfE3Qdif C Chain rule.pdf
        • E3Qdif D more chain rule.pdfE3Qdif D more chain rule.pdf
        • E3Qdif E product rule.pdfE3Qdif E product rule.pdf
        • E3Qdif F quotient rule.pdfE3Qdif F quotient rule.pdf
        • E3Qdif G more prod and quot rule.pdfE3Qdif G more prod and quot rule.pdf
        • E3Qdif H trig functions.pdfE3Qdif H trig functions.pdf
        • E3Qdif I dxdy.pdfE3Qdif I dxdy.pdf
        • E3Qdif J exam qs.pdfE3Qdif J exam qs.pdf
        • E3Qdif K more exam qs.pdfE3Qdif K more exam qs.pdf
        • E4Adif_A.pdfE4Adif_A.pdf
        • E4Adif_B.pdfE4Adif_B.pdf
        • E4Adif_C.pdfE4Adif_C.pdf
        • E4Adif_D.pdfE4Adif_D.pdf
        • E4Adif_E.pdfE4Adif_E.pdf
        • E4Adif_F.pdfE4Adif_F.pdf
        • E4Qdif A parametric.pdfE4Qdif A parametric.pdf
        • E4Qdif B differentiating parametric.pdfE4Qdif B differentiating parametric.pdf
        • E4Qdif C differentiating implicit.pdfE4Qdif C differentiating implicit.pdf
        • E4Qdif D connected rates of change.pdfE4Qdif D connected rates of change.pdf
        • E4Qdif E exam qs on differentiation.pdfE4Qdif E exam qs on differentiation.pdf
        • E4Qdif F more exam qs.pdfE4Qdif F more exam qs.pdf
      • exponentials and logsexponentials and logs
        • E3Aexp_A.pdfE3Aexp_A.pdf
        • E3Aexp_B.pdfE3Aexp_B.pdf
        • E3Qexp A e and ln.pdfE3Qexp A e and ln.pdf
        • E3Qexp B e and ln exam qs.pdfE3Qexp B e and ln exam qs.pdf
      • FunctionsFunctions
        • E3Afun_A.pdfE3Afun_A.pdf
        • E3Afun_B.pdfE3Afun_B.pdf
        • E3Afun_C.pdfE3Afun_C.pdf
        • E3Afun_D.pdfE3Afun_D.pdf
        • E3Afun_E.pdfE3Afun_E.pdf
        • E3Afun_F.pdfE3Afun_F.pdf
        • E3Afun_G.pdfE3Afun_G.pdf
        • E3Afun_H.pdfE3Afun_H.pdf
        • E3Qfun A domain and range.pdfE3Qfun A domain and range.pdf
        • E3Qfun B composite.pdfE3Qfun B composite.pdf
        • E3Qfun C inverse.pdfE3Qfun C inverse.pdf
        • E3Qfun D modulus.pdfE3Qfun D modulus.pdf
        • E3Qfun E transformations.pdfE3Qfun E transformations.pdf
        • E3Qfun F more transformations.pdfE3Qfun F more transformations.pdf
        • E3Qfun G functions exam qs.pdfE3Qfun G functions exam qs.pdf
        • E3Qfun H more functions exam qs.pdfE3Qfun H more functions exam qs.pdf
      • IntegrationIntegration
        • E4Aint_A.pdfE4Aint_A.pdf
        • E4Aint_B.pdfE4Aint_B.pdf
        • E4Aint_C.pdfE4Aint_C.pdf
        • E4Aint_D.pdfE4Aint_D.pdf
        • E4Aint_E.pdfE4Aint_E.pdf
        • E4Aint_F.pdfE4Aint_F.pdf
        • E4Aint_G.pdfE4Aint_G.pdf
        • E4Aint_H.pdfE4Aint_H.pdf
        • E4Aint_I.pdfE4Aint_I.pdf
        • E4Aint_J.pdfE4Aint_J.pdf
        • E4Aint_K.pdfE4Aint_K.pdf
        • E4Aint_L.pdfE4Aint_L.pdf
        • E4Aint_M.pdfE4Aint_M.pdf
        • E4Aint_N.pdfE4Aint_N.pdf
        • E4Aint_O.pdfE4Aint_O.pdf
        • E4Aint_P.pdfE4Aint_P.pdf
        • E4Qint A exp and recip.pdfE4Qint A exp and recip.pdf
        • E4Qint B ax plus b.pdfE4Qint B ax plus b.pdf
        • E4Qint C partial fractions.pdfE4Qint C partial fractions.pdf
        • E4Qint D integrating trig.pdfE4Qint D integrating trig.pdf
        • E4Qint E substitution.pdfE4Qint E substitution.pdf
        • E4Qint F by parts.pdfE4Qint F by parts.pdf
        • E4Qint G parametric.pdfE4Qint G parametric.pdf
        • E4Qint H mix of integration.pdfE4Qint H mix of integration.pdf
        • E4Qint I Volumes of revolution Further Maths.pdfE4Qint I Volumes of revolution Further Maths.pdf
        • E4Qint J more vols of rev.pdfE4Qint J more vols of rev.pdf
        • E4Qint K differential eqns.pdfE4Qint K differential eqns.pdf
        • E4Qint L more differential eqns.pdfE4Qint L more differential eqns.pdf
        • E4Qint M more trapezium rule.pdfE4Qint M more trapezium rule.pdf
        • E4Qint N exam qs.pdfE4Qint N exam qs.pdf
        • E4Qint O more exam qs.pdfE4Qint O more exam qs.pdf
        • E4Qint P even more exam qs.pdfE4Qint P even more exam qs.pdf
      • Numerical MethodsNumerical Methods
        • E3Anum_A.pdfE3Anum_A.pdf
        • E3Anum_B.pdfE3Anum_B.pdf
        • E3Anum_C.pdfE3Anum_C.pdf
        • E3Anum_D.pdfE3Anum_D.pdf
        • E3Qnum A change of sign for roots.pdfE3Qnum A change of sign for roots.pdf
        • E3Qnum B interation.pdfE3Qnum B interation.pdf
        • E3Qnum C more iteration.pdfE3Qnum C more iteration.pdf
        • E3Qnum D exam qs on numerical methods.pdfE3Qnum D exam qs on numerical methods.pdf
      • ProofProof
        • E3Apro_A.pdfE3Apro_A.pdf
        • E3Apro_B.pdfE3Apro_B.pdf
        • E3Qpro A proof.pdfE3Qpro A proof.pdf
        • E3Qpro B exam qs on proof.pdfE3Qpro B exam qs on proof.pdf
      • Sequences and SeriesSequences and Series
        • C1 Series D Answers.pdfC1 Series D Answers.pdf
        • C1 Series D Qs More problems.pdfC1 Series D Qs More problems.pdf
      • TrigonometryTrigonometry
        • E3Atri_A.pdfE3Atri_A.pdf
        • E3Atri_B.pdfE3Atri_B.pdf
        • E3Atri_C.pdfE3Atri_C.pdf
        • E3Atri_D.pdfE3Atri_D.pdf
        • E3Atri_E.pdfE3Atri_E.pdf
        • E3Atri_F.pdfE3Atri_F.pdf
        • E3Atri_G.pdfE3Atri_G.pdf
        • E3Atri_H.pdfE3Atri_H.pdf
        • E3Qtri A sec cosec and cot.pdfE3Qtri A sec cosec and cot.pdf
        • E3Qtri B inverse trig.pdfE3Qtri B inverse trig.pdf
        • E3Qtri C pythag identities.pdfE3Qtri C pythag identities.pdf
        • E3Qtri D addition formulae and double angle.pdfE3Qtri D addition formulae and double angle.pdf
        • E3Qtri E factor formulae.pdfE3Qtri E factor formulae.pdf
        • E3Qtri F asinx plus bsinx.pdfE3Qtri F asinx plus bsinx.pdf
        • E3Qtri G exam qs on trig.pdfE3Qtri G exam qs on trig.pdf
        • E3Qtri H more exam qs on trig.pdfE3Qtri H more exam qs on trig.pdf
    • Stefs Pupil PacksStefs Pupil Packs
      • P2-Chp1-AlgebraicMethods - Pupil notes.pptxP2-Chp1-AlgebraicMethods - Pupil notes.pptx
      • P2-Chp2-Dr Frost FunctionsAndGraphs Pupil Notes.pptxP2-Chp2-Dr Frost FunctionsAndGraphs Pupil Notes.pptx
      • P2-Chp4-BinomialExpansion Student notes.pptxP2-Chp4-BinomialExpansion Student notes.pptx
      • P2-Chp5-Radians Pupil notes.pptxP2-Chp5-Radians Pupil notes.pptx
      • P2-Chp6-TrigonometricFunctions pupil notes.pptxP2-Chp6-TrigonometricFunctions pupil notes.pptx
      • P2-Chp7-TrigonometryAndModelling Pupil Notes.pptxP2-Chp7-TrigonometryAndModelling Pupil Notes.pptx
      • P2-Chp8-ParametricEquations Pupil Notes.pptxP2-Chp8-ParametricEquations Pupil Notes.pptx
      • P2-Chp9-Differentiation Pupil notes.pptxP2-Chp9-Differentiation Pupil notes.pptx
      • P2-Chp10-NumericalMethods Pupils notes.pptxP2-Chp10-NumericalMethods Pupils notes.pptx
      • P2-Chp11-Integration - Pupil notes.pptxP2-Chp11-Integration - Pupil notes.pptx
      • P2-Chp12-Vectors pupil notes.pptxP2-Chp12-Vectors pupil notes.pptx
    • 1)-Algebraic-Methods.pptx1)-Algebraic-Methods.pptx
    • 2)-Functions-and-Graphs.pptx2)-Functions-and-Graphs.pptx
    • 3)-Sequences-and-Series.pptx3)-Sequences-and-Series.pptx
    • 4)-Binomial-Expansion.pptx4)-Binomial-Expansion.pptx
    • 5)-Radians.pptx5)-Radians.pptx
    • 6)-Trigonometric-Functions.pptx6)-Trigonometric-Functions.pptx
    • 7)-Trigonometry-and-Modelling.pptx7)-Trigonometry-and-Modelling.pptx
    • 8)-Parametric-Equations.pptx8)-Parametric-Equations.pptx
    • 9)-Differentiation.pptx9)-Differentiation.pptx
    • 10)-Numerical-Methods.pptx10)-Numerical-Methods.pptx
    • 11)-Integration.pptx11)-Integration.pptx
    • 12)-Vectors.pptx12)-Vectors.pptx
    • E2Atri_C radians answers.pdfE2Atri_C radians answers.pdf
    • E2Qtri_C radians.pdfE2Qtri_C radians.pdf
    • Integration Flow.docIntegration Flow.doc
    • Integration mixed exercise hints.pdfIntegration mixed exercise hints.pdf
    • Integration Mixed Exercise.pdfIntegration Mixed Exercise.pdf
    • Parametric integration solutions.pdfParametric integration solutions.pdf
    • Pure Revision Notes.pdfPure Revision Notes.pdf
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