can anyone help me with Combinations? ive never seen anything like this. 9C1
\[9C1 = \frac{9!}{1!(9-1)!}\] ever seen those before?
never. whats the exclamation point mean?
Something like 6! means 6! = 6*5*4*3*2*1 You take the number in front of the ! and you multiply it by every integer less than it until you get to 1
So 9! = 9*8*7*6*5*4*3*2*1
and it's read as "9 factorial"
wow that seems like a long process. but alright so then with the (9-1)! i would do 8!?
yes
you evaluate what's inside the parenthesis first, then find the factorial of that
your calculator should have a ! button to save you time
ok, so then i guess the denominator simplifies to 1!8! . what do i do from there?
i dont see the ! button
1! = 1, so that multiplies with 8! to get 1*8! = 8!
So 1!8! turns into just 8!
8! = 8*7*6*5*4*3*2*1 what kind of calculator do you have?
ohhhh that makes sense. so then it would be 9!/8! and just do the factorial thing and divide? i have a texas instrument TI-30XIIS i think
yes, find the factorial of each, then divide and simplify
thats so much easier than i thought it would be. alright, thank you very much!
btw, I think if you checked the "prb" button, it might be in there
that's where all the probability functions are
ohh wow i just checked, its there. wonderful(:
the factorial, permutation and combinations should all be there
alright great
Join our real-time social learning platform and learn together with your friends!