Question

prove that gcd(a,b)lcm(a,b)=ab. Find lcm (96,404) The first and the correct answer will be marked as BRAINLIEST,5 and U will follow her/him.

Answer 1

Step-by-step explanation:

Let us assume a = Ax (A here is a constant)

b = Bx (B here is a constant)

A and B are coprimes (having gcd = 1)

The gcd of Ax and Bx: x

The lcm of Ax and Bx will be: ABx

This means gcd * lcm = ab

x * ABx = (Ax)(Bx)

ABx^2 = ABx^2

LCM of (96, 404) = 9696