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niteshwaghray
If the points p, q r and s are equally spaced in a number line, where p < q < r < s then, what is the value of q?

(1) p + r = 10
(2) p + q + r = 15


Another possible approach:

Let's write p, the least number of the series, equal "a", a generic number, and k represents the distance between two numbers.
Therefore the numbers of the series are q= a+k, r= a+2k, s= a+3k.

1- p+r= 2a+2k = 10 --> a+k=5 = q --------> SUFF
2- p+r+s = 3a+3k=15 --> a+k = 5 = q ------> SUFF

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Why it cannot be negative?

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Why it cannot be negative?

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If you examine the solutions above closely, you'll notice that p ends up being 5, which is positive. Thus, your question doesn't make sense: p can't be negative since we determined it's 5, which is not a negative number.
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