Question

LCM of 12000 and 300 ​

Answer 1

Answer:

Among the given options, 500 cannot be the HCF

Given:

The LCM of two numbers = 1200.

To find:

The HCF of the same two numbers

Solution:

By formula, product of two numbers =\mathrm{HCF} \times \mathrm{LCM}=HCF×LCM

Let the two numbers be x,y

From the details given in question, \mathrm{HCF} \times 1200=x \times yHCF×1200=x×y

The four options given in question are 600, 400, 500, and 200.

From the available options given, 500 cannot be the HCF since it cannot divide 1200

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Answer 2

Step-by-step explanation:

12000 is ur answer.........