Both statements are needed
Translation of question:
What is the value of P + Q + R + B + C + C?
1) Q+C = 8 --- not sufficient, too much unknowns
2) B+P = 4 and R+C = 2
4 + Q + 2 + C -- not sufficient, two unknowns
Unknowns in (2) are addressed in (1), therefore both equations are needed to get an answer of 14
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Source: Beat The GMAT — Quantitative Reasoning |
i interpretted it differently.
z=C+P
x=B+Q
y=C+R
1)C+Q=8
doesnt help
2)B+P=2(R+C)=4
R+C=y
so, y=2.
but others?
z=C+P
x=B+Q
y=C+R
1)C+Q=8
doesnt help
2)B+P=2(R+C)=4
R+C=y
so, y=2.
but others?












