The prime factorizations of 96 and 404 are $96=2^5 imes 3$ and $404=2…

Question

The prime factorizations of 96 and 404 are $96=2^5	imes 3$ and $404=2^2	imes 101$. What is their LCM?

Accepted Answer

B. $9696$

Take the greatest powers of all primes appearing in the two numbers: $2^5$, $3$, and $101$. So $\operatorname{LCM}=2^5	imes 3	imes 101=32	imes 303=9696$.

Answer

$404$

Answer

$96$

Answer

$2424$

The prime factorizations of 96 and 404 are $96=2^5\times 3$ and $404=2^2\times 101$. What is their LCM?