Question

If K+2, 2k+3, 5k-2 are three
consecutive terms in A.P find the
value of "K"​

Answer 1

Answer:

If the given 3 terms are in A.P., then the common Difference between these terms will be same. Hence, the value of k is 5 / 4, 3.

Step-by-step explanation:

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Answer 2

Answer:

k= 3

Step-by-step explanation:

since we know when a,b,c are in AP then a-b=b-c

therefore 2b= a+c

since, k+2 , 2k+3 , 5k-2 are in AP

so, 2(2k+3) = (k+2) + (5k-2)

or, 2(2k+3) = 6k

or, 2k+3= 3k

or, 3k - 2k = 3

therefore, k= 3