Use the sigma notation to write this summation in compact form: 1+4+9+16 how would i do this? i see the pattern is +3,+5,+7, etc..... :/ thank you! :)
would this be right so far? :/ |dw:1399227554674:dw|
yeah, now just write the general n'th term formula for the sequence
do you see any pattern in the terms ?
they're adding odd numbers?:/ not quite sure how to interpret the pattern into an equation though:(
what about squares ? :P 1^2, 2^2,3^2,...
ohh i see.. so it's going 1^2 = 1 2^2 = 4 3^2 = 9 4^2 = 16 ? :O so would it be n^2 ? :/ or is there another way to write it?
n^2 is totally correct :)
|dw:1399228012552:dw|
ahh okay yay!! so with sigma notation, you always use the variable k?
your wish, you can use 'n' or 'k' or even long names like "\(i\heartsuit food\)"
hahaha okay:) thank you!! :D i have two more that are for writing summations into compact form... could i post here? or would you be able to help in a new post?
new post :)
okay:)
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