determine value of k for which (k²+4k+8),(2k²+3k+6) and (3k²+4k+4) are in a.p
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k=0
Step-by-step explanation:
(k²+4k+8),(2k²+3k+6) and (3k²+4k+4) are in a.p
So 2(2k²+3k+6)=k²+4k+8+3k²+4k+4
4k²+6k+12=4k²+8k+12
2k=0
k=0
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