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Bunuel
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-25 + 19 + n = s
-6 + n = s

Statement 1 : s = 2 , -6 + n = 2 we do not know the value of n . Not Sufficient

Statement 2 : n/s = 4 , there are multiple values of n and s . Not Sufficient

Statement 1 and 2 Together : if s = 2 then value of n is 8 ,here we know the value of s and n and it is sufficient to tell whether -25 + 19 + n equals to s or not . Sufficient

Answer is C
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Hi,
Please explain why the answer isn't Option D? Since we can derive the value of n from either statement and the main equation given in the question. And from the values of n and s so derived, we can answer the question.
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Hi,
Please explain why the answer isn't Option D? Since we can derive the value of n from either statement and the main equation given in the question. And from the values of n and s so derived, we can answer the question.

The point is - 25 + 19 + n = s is NOT given. It's what the problem wants us to establish.
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