A sequence is defined by $a _ { n } = r ^ { n }$ , where r is a constant. For what values of r will the sequence converge? What is the limit?

Name: A sequence is defined by $a _ { n } = r ^ { n }$ , where r is a constant. For what values of r will the sequence converge? What is the limit?
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The Answer of A sequence is defined by $a _ { n } = r ^ { n }$ , where r is a constant. For what values of r will the sequence converge? What is the limit?

A Sequence Is Defined By an=rna _ { n } = r ^ { n }an​=rn

A Sequence Is Defined By $a _ { n } = r ^ { n }$