Question
Two numbers have a sum of 112. If their LCM is 420 and HCF
is 6, determine the smaller number.Solution
ATQ,
Let the smaller number = βxβ
Greater number = (112 β x)
Product of numbers = LCM Γ HCF
Or, x(112 β x) = 6 Γ 420
Or, 112x β xΒ² = 2520
Or, xΒ² β 112x + 2520 = 0
Or, xΒ² β 84x β 28x + 2520 = 0
Or, x(x β 84) β 28(x β 84) = 0
Or, (x β 84)(x β 28) = 0
So, smaller number = 28
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