If the HCF $(2520, 6600) = 40$ and LCM $(2520, 6600) = 252 imes k$, then the value of $k$ is

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If the HCF $(2520, 6600) = 40$ and LCM $(2520, 6600) = 252 	imes k$, then the value of $k$ is

Accepted Answer

Step 1: HCF $	imes$ LCM $= $ Product of numbers: $40 	imes 252k = 2520 	imes 6600$
Step 2: $252k = \frac{2520 	imes 6600}{40} = 415800 \Rightarrow k = \frac{415800}{252} = 1650$

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