For what value of "k" will the consecutive terms 2k+1,3k+3 and 5k-1 from an A.P?
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Answered by
13
if these are in AP then
3k + 3 - 2k - 1 = 5k - 1 - 3k - 3
k + 2 = 2k - 4
k = 6
3k + 3 - 2k - 1 = 5k - 1 - 3k - 3
k + 2 = 2k - 4
k = 6
kumarsunny39p365m3:
Thank's
Answered by
13
since a₂-a₁ = a₃-a₂
So, 3k+3-2k-1 = 5k-1-3k-3
k+2 = 2k-4
k-2k = -4-2
-k = -6
k = 6
So, 3k+3-2k-1 = 5k-1-3k-3
k+2 = 2k-4
k-2k = -4-2
-k = -6
k = 6
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