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I need help with sigma notation :/
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\[\sum_{n=1}^{7}2(-2)^{n-1}\]
would you like to expand that?
I'm not sure how to solve it or anything. My lesson didn't explain what to do very well :/ So I'm completely lost
$$\Large{ \sum_{n=1}^{7}2(-2)^{n-1} \\~\\ = 2(-2)^{\color{red}1-1} +2(-2)^{\color{red}2-1} +2(-2)^{\color{red}3-1} \\ + 2(-2)^{\color{red}4-1} + 2(-2)^{\color{red}5-1} + 2(-2)^{\color{red}6-1} \\ + 2(-2)^{\color{red}7-1} } $$
So the answer would be 86?
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so the sigma is shorthand for all that. but there is a closed formula so you dont have to add these up all manually
yes thats correct
Thank you so much :)
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