Question

if there are two positive integer X and y expressible in the terms of prime as x=p²q³ and y=pq³what can you say about their HCF and lcm​

Answer 1

✧VanditaNegi◝✧

x = p²q³

y = pq³

• LCM (x,y) = p² × q³. $\: \: \: \:$

LCM ( x,y ) = p²q³

• HCF (x,y) = p¹ × q³. $\: \: \: \:$

HCF (x,y) = pq³

$\red{\textsf{\textbf{HENCE, LCM = p²q³ and\: HCF = pq³}}}$

Answer 2

Answer:

◝✧

x = p²q³

y = pq³

LCM (x,y) = p² × q³. \: \: \: \:

LCM ( x,y ) = p²q³

HCF (x,y) = p¹ × q³. \: \: \: \:

HCF (x,y) = pq³