Below given in the table with columns. The first column has rows namely A, B, and C, and the second column has rows namely D, E, and F, which parts of column I match incorrectly with that in column II?

Solve all three equations and form a new equation in variable k. (reduce to the lowest possible factor) using the root of equations I, II, and III as per the given instructions below.

(i) 3 - (15/a) + (17/a²) = 3/a² + 4/a - 3

(ii) b² - 5b + 3 = (1/8) × (2b - 3)

(iii) c² + 4 = 17c/2

X = Sum of the highest root of equation (i) and (iii)

Y = Product of lowest root of equation (i) and highest root of equation (ii)

Consider 'X' and 'Y' as the roots of the new equation.

Column I	Column II
A : Sum of roots of new equation	D : 15.5
B : Product of roots of new equation	E : 52.5
C : New equation will be	F : 4k2 - 61k - 210 = 0