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\[\sum_{i=1}^{20} (i-1)^2\]
how do i simplify this using rules of summation
Did you try writing out the terms?
I could do that however im assuming there is a way of simplifying this expression without having to write out 20 terms.
First you could distribute the (i-1)^2
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i-2*i-2
Then the laws of summation say the sum of a term plus or minus another term is equivalent to the sum of the first term plus the sum of the second term and so on.
Why i didnt think of that idk. Thanks
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