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Nice explanation.

I have a doubt in statement 1. Should a pattern be considered after reading the first 3 terms -1,3,-3,..........
I mean to say, i considered a pattern, a bit early i.e between -1 & 3 there is a gap of 4
between 3 & -3 there is a gap of 6
then between -3 & 1 there is a gap of 4 and then again 6 and so on.

-1,3,-3,1,-5.......

thus this gives odd numbers.
I am considering patterns early. Should there be more terms to confirm this pattern ? or is it a wrong pattern as nothing is defined.
I just want to clarify my doubt.

Looking forward for an explanation.

Thanks & Regards
Vinni
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vinnik
How many numbers of this sequence of 342 numbers are odd?
(1) The sequence starts with -1,3,-3,..........
(2) Except for the 1st two numbers, every number in the sequence is the product of the two immediately preceding numbers

Nice explanation.

I have a doubt in statement 1. Should a pattern be considered after reading the first 3 terms -1,3,-3,..........
I mean to say, i considered a pattern, a bit early i.e between -1 & 3 there is a gap of 4
between 3 & -3 there is a gap of 6
then between -3 & 1 there is a gap of 4 and then again 6 and so on.

-1,3,-3,1,-5.......

thus this gives odd numbers.
I am considering patterns early. Should there be more terms to confirm this pattern ? or is it a wrong pattern as nothing is defined.
I just want to clarify my doubt.

Looking forward for an explanation.

Thanks & Regards
Vinni

Yes, for (1) we cannot say what are the remaining terms in the sequence or what pattern if any is there.
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(1) Alone is clearly IS. You don't know what's coming next.
(2) Alone is IS, because you don't know anything about he numbers, which could be 2,4, 8 and so on.

(1) + (2) You can combine that ODD*ODD = ODD hence all numbers will be odd (since the sequence statrs with 3*-3). Thus C.
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