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USE SUMMATION NOTATION TO WRITE THE SUM... pls help!
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\[\sum_{n=1}^{??} 10(3)^{n-1}\]
@campbell_st
idk, I thought setting 7290 = 10(3)^n-1 would help but idk...
looks good to me
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oh you need the upper limit right?
yes! ^_^
\[7290=10\times 3^{n-1}\] solve for \(n\) via \[279=3^{n-1}\] then just guess
find a power of 3 that gives \(729\)
ohhhhh 9
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oops typo there \[729=3^{n-1}\]
no i don't think so
\(3^8=6561\) too big try a smaller one
the bases have to be the same right?
you are thinking too hard use a calculator \[3^2=9\\ 3^3=27\\ 3^4=81\\ 3^5=...\] keep going until you get it, it will be soon
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yeah 3^6
that's why the upper limit is 7
ok so that makes your upper limit 7 i guess
thanks! :)
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