In the question, two quantities (I) and (II) are given. You have to solve both quantities to establish the correct relation between Quantity (I) and Quantity (II) and choose the correct option.
The roots of equation z3 + z2 – 4z - 4 = 0 are 'a', 'b', and 'c' such that a > b > c.
Quantity (I): The value of {(a + b)/c}
Quantity (II): The value of {(c + b)/a}
1
Quantity (I) > Quantity (II)
2
Quantity (I) < Quantity (II)
3
Quantity (I) = Quantity (II)
4
Quantity (I) ≥ Quantity (II)
5
Quantity (I) ≤ Quantity (II)