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ATQ, Quantity I: a2 - 25a + 156 = 0 Or, a2 - 12a - 13a + 156 = 0 Or, a(a - 12) - 13(a - 12) = 0 Or, (a - 12)(a - 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, 2b(b - 14) - 39(b - 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 < Quantity II
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