Write the formula for the geometric sequence. 5, 10, 20, 40, …
A. an=40∙2n-1 B. an=40∙2n C. an=5∙2n-1 D. an=5∙2n
can u find the common ratio ?
And for the first three. A. B. and C. the an is a^n but the n is on th bottom not the top. does that make scene?
5(nx2) where n is the place (1st number, 2nd number etc) answer is D
if we consider the 2 consecutive terms of a geometric progression a, b the common ration (r) would be \[r = \frac{ b }{ a }\]
Auxuris u r wrong
and dont just give the answer
the formula of a geometric progression is \[T_{n} = ar^{n-1}\]
So @***[ISURU]*** umm.... ok sorry but im really bad at math. and im confused!
Dont know why that just posted.
so what do we have to figure out first.
oh oops tried an example and figured that you'll have to subtract 1 because it starts with a 5 hang on, shouldn't it be 5x(n-1)2?
wait what? @***[ISURU]*** @Auxuris you guys! I need help please? Anyone?
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