Consider the sequenece X = (rn), where r ER, which generates the Geometric Series n=0 Show...

Transcribed Image Text:

Consider the sequenece X = (rn), where r ER, which generates the Geometric Series n=0¹ Show that converges to 2 if r < 1 n=0 Σ p=1+r+r² +...+p² +... n=0 72 Consider the sequenece X = (rn), where r ER, which generates the Geometric Series n=0¹ Show that converges to 2 if r < 1 n=0 Σ p=1+r+r² +...+p² +... n=0 72