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\[\sum_{n-1}^{5}(2-3n)\]
no wonder you have a sad face at the end of that question o.O
the big intimidating sigma is just a fancy plus sign replace \(n\) by 1, put a plus sign, replace \(n\) by 2, put a plus sign etc all the way up to 5 then add
\[\sum_{n=1}^{5}(2-3n)\] \[=2-3\times 1+2-3\times 2+2-3\times 3+2-3\times 4+2-3\times 5\] is what you need to compute
you can rearrange as \(5\times 2-3\times (1+2+3+4+5)\) to make the calculation easier
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you ok from there?
I think so, the final is 105 right
oh no it will be negative for sure
oh. dang
\[5\times 2-3\times (1+2+3+4+5)\] \[=10-3\times 15=10-45=-35\] i think is correct
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oooh okay. thanks that's an answer for me lol :)
yw, hope steps are clear
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