If you extrapolate this sequence into positive numbers, you see that the sequence continues as follows: -4, 0, 4, 8, etc. You can see that it's just listing multiples of 4. So we can simply check the numbers on the list to see whether they're multiples of 4, or in other words, whether they're divisible by 4.

You can plug each in to the calculator if you have all day, but we don't. Luckily we know a rule for determining whether numbers are divisible by 4: if the last two digits in the number are divisible by 4, then the whole thing is.

A) 200 Obviously yes.

B) 440 Less obvious, but still yes.

C) 668 Is 68 divisible by 4? Well 60 is, and so is 8, so yes.

D) 762 Is 62 divisible by 4? Well 60 is, but 2 isn't so this is a no.

E) 816 16 is of course divisible by 4 so this one's a yes.

F) 902 2 isn't divisible by 4 so this one's a no.

So the answers are D and F.

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