If x= ab² and y=a²b where a and b are prime, then HCF(x,y) is *
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If x : a3 bcz,y = 762" find HCF (x, y)
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Answer:
Required H(x,y) is ab.
Step-by-step explanation:
Here given numbers are
We want to find HCF of these numbers.
HCF means Highest Common Factor.
By one examples we can understand this concept more easily.
We are taking four numbers 20,50,70,100.
By prime factorisation,
Here highest common factor of 20,50,70 and 100 is
So,HCF of 20,50,70 and 100 is 10.
Here numbers are
By prime factorisation,
So, highest common factor of
is
So,HCF of
is ab.
Know more about HCF,
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