Question

Quantity-I: Determine the value of 'a' such that a2− 25a + 156 = 0. Quantity-II: Determine the value of 'b' such that 2b2 − 67b + 546 = 0

Q: Answer-Quantity-I: Determine the value of 'a' such that a2− 25a + 156 = 0. Quantity-II: Determine the value...

ATQ, Quantity I a2 - 25a 156 0 Or, a2 - 12a - 13a 156 0 Or, aa - 12 - 13a - 12 0 Or, a - 12a - 13 0 So, a 12 or a 13 So, Quantity I 12 or 13 Quantity II 2b2 - 67b 546 0 Or, 2b2 - 39b - 28b 546 0 Or, 2bb - 14 - 39b - 14 0 Or, 2b - 39 b - 14 0 So, b 14 or b 19.5 So, Quantity II 14 or 19.5 Therefore, Quantity I lt Quantity II

In this problem, two quantities, I and II, are provided. You are required to solve both quantities and determine the appropriate relationship between Quantity-I and Quantity-II.

A Quantity-I > Quantity-II

B Quantity I < Quantity II

C Quantity I = Quantity II or No relation can be established

D Quantity-I ≤ Quantity-II

E Quantity I ≥ Quantity II

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