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Re: Series F is defined as F n = F (n 1) + 3 and F 1 = 10. [#permalink]
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COolguy101 wrote:
IlCreatore wrote:
The sequence is an arithmetic progression where each term is the precedent plus 3.

Moreover, one can notice that the two columns have many elements in common, since

QA: F4+F5+F6+F7+F8+F9+F10
QB: F6+F7+F8+F9+F10+F11

Thus, we can simplify the comparison to

QA: F4+F5
QB: F11

Now, since each term is three away from the preceding one, we can compute our three terms: F4= F1+3*3 = 19; F5 = F4+3 = 21 and F11 = F5 + 6*3 = 39.

Now QA = 19+21 = 40 and QB = 39.

Quantity A is greater!


Best approach!



That's a great approach. Only mistake is that:
F4 = 10 + 3(4-1) = 10 + 12-3 = 19
F5 = 22 = 10 + 3(5-1) = 10 + 15 - 3 = 22
F11 = 10 + 3(11-1) = 10+33 -3 = 40

So you have F4 + F5 = 19 + 22 = 41 VS 40 = F11
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Re: Series F is defined as F n = F (n 1) + 3 and F 1 = 10. [#permalink]
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