Can a whole Arithmetic Progression be determined by just any two non-consecutive terms of the Arithmetic Progression?
Answer (1)
Yes, it could be done efficiently by using the nth term formula. There would be two unknowns, namely the first term and the common difference, and we would have two equations with us; solving them, we would get those. And once the first term and common difference are calculated then, Arithmetic Progression could be determined.
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