What implication did you have to prove in the process

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In Chapter 1 we learned Gauss's trick for showing that for all positive integers n,

Use the technique of asserting that if there is a counter-example, there is a smallest counter-example and deriving a contradiction to prove that the sum is n(n + 1)/2. What implication did you have to prove in the process?

Reference no: EM131166119

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