what is s10 for 1+4+16+64+......?

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what is s10 for 1+4+16+64+......?

Mathematics
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hai ganeshie
hey!
help? :P can i also have steps so i know wit I'm doing?

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Other answers:

lets see, do you notice any pattern in the given series ?
ya multiply 4
Right, \(S_{10}\) means the sum of first \(10\) terms : \[S_{10} = 1 + 4 + 4^2 + 4^3+\cdots + 4^8 + 4^9\] just check if we have exactly \(10\) terms in above sum
._.
so is there a formula or something? cause this is way too long
Need more than two dots and a hyphen to continue assist you .-.
._. thats all i got
BRUH U DASHED OFF WHEN U COULDNT HELP ME?!!
help :(
note: This is a geometric progression :) So, if you want to find the sum of the first 10 terms, you would use this formula: \[S_n = \frac{ a(1-r)^n }{ 1-r }\] n = nth term, r = common ratio, a = first term
Geometric progress question...
oops i typed it wrong. Give me a minute
*\[S_n = \frac{ a(1-r^n) }{ 1-r }\]
that is the sum formula LOL
\[a_n=a_1(r ^{n-1})\]
so if i use this i get \[S10=\frac{ 1(1-4^2) }{ 1-4 }\]
5 and it doesnt make sense?
?
how did you get the 4^2 part?
he put it inside the parentheses instead of outside
4^10
SRRY
caps
yes it should be 4^10 :) Nowwww, simplify
349525?
excellent :)!
yea...i initial thought it was asking for the 10th term lool
YAY! THNX :3
until i saw its S not a
no worriesss ^_^!

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