Logarithm TheoremPythagorean TheoremCombinatoricsQuadratic EquationsSequence and SeriesLinear AlgebraDiophantine EquationElliptic Curve FactorMultiplication, DivisionIndicesHighest Common Factor, Lower Common MultipleEquationsQuadratic EquationsSimultaneous EquationsRatio and ProportionArithemetical ProgressionGeometrical ProgressionHarmonical ProgressionPermutations, CombinationsSurdsBinomial TheoremMultinomial TheoremLogarithmExponential TheoremContinued Fractions and ConvergentsIndeterminate EquationsSimultaneous Equations IIImaginary ExpressionsMethod of Indeterminate CoefficientsMethod of Proof by InductionPartial FractionsConvergency and Divergency of SeriesExpansion of a FractionRecurring SeriesSummation of SeriesPolygonal Numbers Draft for Information Only
ContentAlgebra
AlgebraFigurate NumbersThe πth term of any order is the sum of π terms of the preceding order. The πth term of the πth order isπ(π+1)β―(π+πβ2)(πβ1)!=π»(π,πβ1) By (98) 289 The sum of π terms is π(π+1)β―(π+πβ1)π!=π»(π,π) OrderFigurate Numbersπth term
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Sources and Referenceshttps://archive.org/details/synopsis-of-elementary-results-in-pure-and-applied-mathematics-pdfdriveΒ©sideway ID: 210600026 Last Updated: 6/26/2021 Revision: 0 Ref: References
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