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Re: In a sequence, after the first two terms, each term is the [#permalink]
remgeo wrote:
a(1) = a
a(2) = b
a(3) = a+b
a(4) = 2a + 2b
a(5) = 4a + 4b

Let us take a(n) = a(3) = a + b = P
Therefore, a(n+ 2) = a(5) = 4(a+b) = 4P

Ans = 4P


Took me a while but I think i understand your explanation.

since we let n=3, a(3)= a+b
therefore, P= a+b
Now lets look at a(n+2), since n=3 we have a(3+2)=a(5), where a(5)= 4a+4b. or 4(a+b), since P=a+b, we have 4P :)

I had to break it down for my understanding, plz let me know if I am wrong. greak work!
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Re: In a sequence, after the first two terms, each term is the [#permalink]
Does it work for n=1?
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Re: In a sequence, after the first two terms, each term is the [#permalink]
Probably the question is interested in all n after the first two numbers.



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Re: In a sequence, after the first two terms, each term is the [#permalink]
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