By writing the summation of the two power series E=3 (n– 2)(n+1)c,x"-3+ En=0 Cnx" = 0, we obtain: %3D n=D0

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.2: Arithmetic Sequences
Problem 68E
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Q1
By writing the summation of the two power series E-3(n – 2)(n+ 1)c,x"-3 +
E-o Cnx" = 0, we obtain:
n=3
Eo[(k + 1)(k + 4)cx+3 + Cg]x* = 0
E[(k + 1)(k + 4)cg + C]x* = 0
the following
the following
E[(k + 1)(k + 4)c+4 + Cx]x* = 0
the following
O None of them
Transcribed Image Text:By writing the summation of the two power series E-3(n – 2)(n+ 1)c,x"-3 + E-o Cnx" = 0, we obtain: n=3 Eo[(k + 1)(k + 4)cx+3 + Cg]x* = 0 E[(k + 1)(k + 4)cg + C]x* = 0 the following the following E[(k + 1)(k + 4)c+4 + Cx]x* = 0 the following O None of them
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