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Answer :
If we divide the LCM of 78 and 156 by their HCF then we will get 2.
Given two numbers being 78 and 156.
We are required to divide the LCM of 78 and 156 by the HCF of 78 and 156.
We have to first find the LCM and HCF of 78 and 156.
LCM is basically the lowest common multiple. It is basically the lowest number that can be divided by both the numbers.
HCF is the highest common factor. It is basically the highest number which can divide both the numbers.
78=2*3*13*1
156=2*2*3*13*1
LCM=2*3*2*13
LCM=156
HCF=2*13*3
HCF=78
LCM/HCF=156/78
=2
Hence if we divide the LCM of 78 and 156 by their HCF then we will get 2.
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