Question

is 2 and 3 are zeros of polynomial 3 x square - 2K X + 2 and then find the value of k and M​

Answer 1

Answer: alpha +beta= -b/a

2+3=-(-2k)/3

5x3=2k

15/2=k

7.5=k

And where is M

Step-by-step explanation:

Answer 2

Step-by-step explanation:

zeros given= 2 and 3

sum of zeros = -b/a

-b= 2k

a= 3

=> 2 + 3 = 2k/ 3

=> 5 = 2k/3

=> k = 15/ 2

product of zeros = c/a

c= 2m

a= 3

=> 2m/3= 2×3

=> m = 6×3/2

=> m= 9

$k \: = \frac{5}{2} \: \\ \\ m \: = \: 9 \\ \\ \\ \beta e \: \beta \pi \alpha inl \gamma$

hope this helps you