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Source: Beat The GMAT — Data Sufficiency |
I am sorry. Correction Done!Anindya Madhudor wrote:Can you correct the question. Something is wrong in the first line.
Thanks.
Statement I:
If R>4, e.g., 5 or 6, S <0 to satisfy the equation R + S =4. This is true for all values of R>4. So, sufficient.
Statement II:
S could be -3 or 3. We cannot definitely answer whether S<0 or not. Not sufficient.
If R>4, e.g., 5 or 6, S <0 to satisfy the equation R + S =4. This is true for all values of R>4. So, sufficient.
Statement II:
S could be -3 or 3. We cannot definitely answer whether S<0 or not. Not sufficient.
















