Question

in how many ways can 10 objects is split in two groups containing 4 and 6 object respectively​

Answer 1

Answer:

Combinations: 10 people divided in to two groups, one of 6 and one of 4?

combinatorics

I only know the very basic formula for combinations: (n r)= n!/[r! (n-r)!]

I've looked at similar problems on this website, but I'm having trouble understanding how these problems are done exactly:

"In how many ways can 10 people be divided into two groups (one group of 6 and one group of four)?"

my sad attempt: (10 6) (4 4) = (10!/6!)*(4!/4!) = 5040???

I'd really appreciate it if someone could explain how to go about doing this