For what value of k will be the consecutive seems of 2k+1 ,3k+3and 5k-1 form an ap
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Answered by
3
[ (2k+1) + (5k-1) ] / 2 = 3k + 3
[ 2k + 1 + 5k - 1 ] = 2 ( 3k + 3 )
7k = 6k + 6
k = 6
[ 2k + 1 + 5k - 1 ] = 2 ( 3k + 3 )
7k = 6k + 6
k = 6
Answered by
1
(2k+1)+(5k-1)= (3k+3)
=> 2k+1+5k-1 = 3k+3
=> 7k-3k=3
=> 4k=3
=> k=3/4
=> 2k+1+5k-1 = 3k+3
=> 7k-3k=3
=> 4k=3
=> k=3/4
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