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the first term of a sequence is 12 and each term is 7 less than the last. what is the 25th term?
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arithmetic sequence \[a _{n} = a _{1} + d(n-1)\] a1 = 12 d = -7 n = 25
thats what i was thought. thanks guys.
Oh ... My bad. The correct answer is: n = 0, An = 12 n = 1, An = 12-7 n = 2, An = 12-7*2 ... n = 24, An = 12-7*24
diogo, usually with an arithmetic sequence the 1st term means n=1 Not n=0
if you start at n = 0, then n = 25 is really the 26th term
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ah, nvm, you caught it. nice job :)
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