Question

find the LCM and HCF of x^3y^2,xy^3 and xyz​

Answer 1

The smallest term divisible by a set of functions is known as its LCM.

Now,

It can be clearlY seen that in x^3y^2, xy^3 and xyz the greatest exponent of x, y, z is 3, 3, 1 respectively.

Therefore, the LCM of given set of function will be: x^3y^3z.

Therefore, the answer is:

$\huge\fbox{ {x}^{3} {y}^{3} z}$

Answer 2

The smallest term divisible by a set of functions is known as its LCM.

Now,

It can be clearlY seen that in x^3y^2, xy^3 and xyz the greatest exponent of x, y, z is 3, 3, 1 respectively.

Therefore, the LCM of given set of function will be: x^3y^3z.

Hope it helps you!!