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Some help? Find an explicit rule for the nth term of the sequence. 1, 3, 9, 27...
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fill in the blank the first term is _______
First term is one, or do you mean term in equation?
first term in the given sequence above it is 1, so a = 1
the common ratio is _______
3.
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so r = 3
from here, you plug in a = 1 and r = 3 into \[\large a_{n} = a*r^{n-1}\] to get \[\large a_{n} = a*r^{n-1}\] \[\large a_{n} = 1*r^{n-1}\] \[\large a_{n} = 1*3^{n-1}\] which is the general nth term
its reeally that simple?
yep
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