2.2 Nomsa generates a sequence which is both arithmetic and geometric. The first term is 1. She claims that there is only one such sequence. Is that correct? Show ALL your workings to justify your answer.
2.2 Nomsa generates a sequence which is both arithmetic and geometric. The first term is 1. She claims that there is only one such sequence. Is that correct? Show ALL your workings to justify your answer.
Chapter9: Sequences, Probability And Counting Theory
Section: Chapter Questions
Problem 12RE: How many terms are in the finite arithmetic sequence 12,20,28,...,172 ?
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Transcribed Image Text:2.2
Nomsa generates a sequence which is both arithmetic and geometric. The first term
is 1. She claims that there is only one such sequence. Is that correct? Show ALL
your workings to justify your answer.
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