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If p−1,p+3,3p−1p−1,p+3,3p−1 are in A.P. then ppis equal to:
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Let suppose a, b, c are in Arithmetic Progression (AP) , then we know that,
b-a = c-b
So here we can say that, 2b = a+c --) 1
and now,
1. a= p-1
2. b = p+ 3
3. c=3p-1
So that put b=3, and point 1 and 3 in equation 1 and we will get,
--> 2*3 = p-1 + 3p-1
--> 6+2p = 4p - 2
8=2p
P=4
So that the value of P is 4
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