2. Examples. Justify your answers briefly. Give an example of a bounded sequence that diverges. (b) Using our construction of Z by the method of order pairs, explain why 2-3 = -1.

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
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Chapter6: Exponential Functions And Sequences
Section6.7: Recursively Defined Sequence
Problem 58E
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Solve both a) and b), and please write them down on paper or use a marker.Writing directly on platform with plain text makes it messy and hardly readable.

2.
Examples. Justify your answers briefly.
Give an example of a bounded sequence that diverges.
(b) Using our construction of Z by the method of order pairs, explain why
2-3 = -1.
Transcribed Image Text:2. Examples. Justify your answers briefly. Give an example of a bounded sequence that diverges. (b) Using our construction of Z by the method of order pairs, explain why 2-3 = -1.
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