If k+1,2k+1,k+3 are in ap find the value of k
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Question:-
If k + 1, 2k + 1 , k + 3 are in AP , Find the value of k
Solution:-
common difference of an Ap
=> b - a = c - b
=> 2k + 1 - ( k + 1 ) = k + 3 - ( 2k + 1 )
=> 2k + 1 - k - 1 = k + 3 - 2k - 1
=> k = -k + 2
=> 2k = 2
=> k = 1
Method:-2
conditions of an Ap
=> 2b = a + c
=> 2 ( 2k + 1 ) = k + 1 + k + 3
=> 4k + 2 = 2k + 4
=> 2k = 2
=> k = 1
in both cases value of k = 1
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