If (p – 1), (p – 3), (3p – 1) are in AP then p is equal to [1 thing it is (p-3) not (p+3)]
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Answer:
p=4
Step-by-step explanation:
Given:
p−1,p+3,3p−1 are in A.P.
∴2(p+3)=p−1+3p−1
⇒2p+6=4p−2
⇒2p=8
∴p=4
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