Question: Show that the infinite geometric series x + βx + β2x + . . . converges provided that| β| x + + *x +. 1-B

Show that the infinite geometric series x + βx + β2x + . . . converges provided that| β|

х x + Вх + в*x +. 1-B

x + + *x +. 1-B

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The th partial sum of the series is s x x 2 x 1 x Multiplying this ... View full answer

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