determine k so that k+2, 4k-6 and 3k-2 are the three consecutive terms of an AP
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Hey
Here is your answer,
First term = k+2
Second term = 4k-6
Third term = 3k-2
Second term - first term = third term - second term
4k-6 - (k+2) = 3k-2 - (4k-6)
4k-6-k-2 = 3k-2-4k+6
3k-8 = 4-k
3k+k = 4+8
4k = 12
K = 12/4
K = 3
Hope it helps you!
Here is your answer,
First term = k+2
Second term = 4k-6
Third term = 3k-2
Second term - first term = third term - second term
4k-6 - (k+2) = 3k-2 - (4k-6)
4k-6-k-2 = 3k-2-4k+6
3k-8 = 4-k
3k+k = 4+8
4k = 12
K = 12/4
K = 3
Hope it helps you!
Dish9:
ya sure
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