Three equations are given below. Solve the equations and answer the question given below.
I: x² - 12x + 35 = 0
II: y² + 3y -70 = 0
III: z² - 5z – 14 = 0
A: x = y > z
B: x < y > z
C: x < y
The conditions (A, B, and C) are given, which have to be considered for the roots of each equation.

Correct option is B

I: x² - 12x + 35 = 0
x² - 7x – 5x + 35 = 0
x = 7, 5
II: y² + 3y -70 = 0
y² + 10y - 7y -70 = 0
y = -10, 7
III: z² - 5z – 14 = 0
z² - 7z + 2z – 14 = 0
z = 7, -2
Correct Option (b)
(y + z)< x, If only A follows
A: x = y > z
x (7) = y (7) > z (-2)