For what value of k will k+9,2k-1&2k+7 are the consecutive term of an ap
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Answered by
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If k+9, 2k-1 and 2k+7 are in AP then their common difference will be the same.
So,
2k-1-k-9=2k+7-2k+1
k-10=8
k=18
So,
2k-1-k-9=2k+7-2k+1
k-10=8
k=18
Answered by
0
Since they are in AP,
The common difference is constant
T3 - T2 = T2 - T1
=> 2k+7 - (2k-1) = 2k-1 - (k+9)
=> 2k +7 - 2k +1 = 2k - 1 - k - 9
=> 8 = k - 10
=> k = 18
The common difference is constant
T3 - T2 = T2 - T1
=> 2k+7 - (2k-1) = 2k-1 - (k+9)
=> 2k +7 - 2k +1 = 2k - 1 - k - 9
=> 8 = k - 10
=> k = 18
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