If p+q2p+q=34, then find 3p+q2p+q.
Explanation:
Given that, p+q2p+q=34
⇒ 4(p + q) = 3(2p + q)
⇒ 4p + 4q = 6p + 3q ⇒ q = 2p
Now, 3p+q2p+q=3p+2p2p+2p=5p4p=54
Hence, option (b).
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