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expand the series 6 over sigma, k-2 under sigma (-1) ^k (7-k) k
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Is this what you meant? \[\sum^6_{k=2} (-1)^{k} (7-k) k\]
yes .
All you need to do, Junior, is to let k=2, 3, 4, 5, and so on (just a few examples) and to calculate the corresponding value of (-1)^k * (7-k)k. Write out the first few terms. That's it.
You should get \(6\) as your answer if you add the terms properly.
Thank you !
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