Question

If 3+k,18-k,5k+1 are in A.P, then find k​

Answer 1

Given:

• 3 + k , 18 - k and 5k + 1 are in AP .

Find :

• The value of K .

Solution :

• As we know that, In AP common difference is same :

• b - a = c - b

=> 2b = a + c

Here ,

• a = 3 + k

• b = 18 - k

• c = 5k + 1

=> 2 ( 18 - k ) = 3 + k + 5k + 1.

=> 36 - 2k = 4 + 6k

=> 36 - 4 = 6k + 2k

=> 32 = 8k

=> k = 32/8

=> k = 4

Hence , the value of k is 4.

I hope it will help you.

Regards.

Answer 2

Answer:

sum and product of zeroes of the quadratic polynomial

Step-by-step explanation: