2. prime factors of two given numbers a and bare a = xy^3yz^4 and b= x

1.	2. prime factors of two given numbers a and bare a = xy^3yz^4 and b= xy² where xyz areprime numbers. Find LCM (a, b)
Answer» Step-by-step EXPLANATION: HCF by using the prime factorization method. Step1: Find the prime factorization of each of the number Step2: The product of all common prime factor is the HCF Here, ⇒a=x×x×y×y ⇒b=x×y×y common Factors are x×y×y Thus , HCF(a,b)=xy 2

2. prime factors of two given numbers a and bare a = xy^3yz^4 and b= xy² where xyz areprime numbers. Find LCM (a, b)

Answer»

Step-by-step EXPLANATION:

HCF by using the prime factorization method.

Step1:

Find the prime factorization of each of the number

Step2:

The product of all common prime factor is the HCF

Here,

⇒a=x×x×y×y

⇒b=x×y×y

common Factors are x×y×y

Thus ,

HCF(a,b)=xy

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2. prime factors of two given numbers a and bare a = xy^3yz^4 and b= xy² where xyz areprime numbers. Find LCM (a, b)​

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2. prime factors of two given numbers a and bare a = xy^3yz^4 and b= xy² where xyz areprime numbers. Find LCM (a, b)