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SEAMO 2027 - Paper C - SET 03 - Self-study Question 19

SEAMO · SEAMO 2027 - Paper C - SET 03 - Self-study

Question 19

The source asks: “$p$ and $q$ are prime numbers. Given $2p+5q=2019$, find $p-q$.” Its original options are A: 992, B: 984, C: 889, D: 968, E: None of the above. Analyse whether the stated conditions uniquely determine $p-q$, and justify your answer.

Source limitation: no restriction selecting a unique prime pair is printed, and the cover instructions supply none. Retain all original choices as source material; give a reasoned analysis rather than assuming that one choice must be uniquely implied.