Determine k so that 2k+2, 3k-1 and 5k+4 are three consecutive terms of A.P.
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Answer:
-8
Step-by-step explanation:
Determine k so that 2k+2, 3k-1 and 5k+4 are three consecutive terms of A.P.
================
If 3 numbers are consecutive terms of AP, then twice the middle number is the sum of the others:
- 2(3k-1)=2k+2+5k+4
- 6k-2=7k+6
- 7k-6k=-2-6
- k=-8
Answer is k= -8
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