Question

If two positive integers A and B can be expressed as A=xy³ and B=x⁴y²z x,y,z being prime number the LCM(A,B)is what explain​

Answer 1

Answer:

Two positive integers a and b can be written as a x3y2 and B xy3 x/y are prime numbers find LCM AB

Step-by-step explanation:

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Answer 2

Answer:

x⁴y³z

Step-by-step explanation:

Solution:

A = xy³ (given)

B = x⁴y²z (given)

A = x × y³

B = x⁴ × y² × z

• "Take the common number x, y.
• Take the common number x, y.Select the variable which has the highest power.
• Take the common number x, y.Select the variable which has the highest power.Write the remaining uncommon variable"

Always should do this while taking LCM

LCM = x⁴ × y³ × z

LCM => x⁴y³z

Hope This answer helps you!