If K,2K-1 and 2K+1 are three consecutive terms of an A.P then value of K is
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Answered by
32
k,2k-1,2k+1 are in AP
2(2k-1)=k+2k+1
4k-2=3k+1
4k-3k=1+2
k=3
therefor the value of k is 3
2(2k-1)=k+2k+1
4k-2=3k+1
4k-3k=1+2
k=3
therefor the value of k is 3
Answered by
12
Answer:
Step-by-step explanation:
to find the value of k,
a2-a1=a3-a2
2k-1-k=2k+1-[2k-1]
k-1=1+1
k=2+1
k=3
HOPE IT HELPS YOU
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