Math, asked by 6262174462, 8 months ago

If two numbers (positive) A and B can be expressed as A=xy3 and B=x4y2z, x, y being prime numbers then HCF of A and B isIf two numbers (positive) A and B can be expressed as A=xy3 and B=x4y2z, x, y being prime numbers then HCF of A and B is A. xy2xy2 B. x4y2zx4y2z C. x4y3x4y3 D. x4y3zx4y3z

Answers

Answered by amitnrw
0

Given : two numbers (positive) A and B can be expressed as A  = xy³ B = x⁴y²z  . x, y being prime numbers

To find : HCF of A & B

Solution :

A  = xy³

B = x⁴y²z

HCF = Highest common factor

A = xy³

= (xy²)y

B = x⁴y²z

= ( xy²)x³z

xy² is common factor in A & B

HCF = xy²

HCF of A and B is xy²

Learn more:

If the HCF of (p²-p-6) and (p²+3p-18)

https://brainly.in/question/7765835

5. Find the H.C.F of 1794, 234.6 and 4761 using Euclid's division ...

https://brainly.in/question/14059934

If HCF(1008,20)=HCF (20, a) = HCF (a, b)

https://brainly.in/question/16415289

Similar questions