Question

What is the common multiple of 2,960 6,400 and 2000 with full process

Answer 1

Answer:

1184000

Step-by-step explanation:

lcm(2960,6400,2000)

prime factor:

$2960=(2^4)(5)(37)\\6400=(2^8)(5^2)\\2000=(2^4)(5^3)$

Take the largest power of each factor:

$(2^8)(5^3)(37^1)\\=1184000$