Dear all
I am looking at the number of combinations for this scenario.
I have the following options
a
b
c1/c2/c3 (choose 1)
d1/d2/d3 (choose 1)
e1/e2 (choose 1)
i) Maximum is 5 options
ii) If I choose d1, I cannot choose d2 or d3
Combinations of 5 (18 combinations)
a, b, c1, d1, e1
a, b, c1, d1, e2
a, b, c1, d2, e1
a, b, c1, d2, e2
a, b, c1, d3, e1
a, b, c1, d3, e2
a, b, c2, d1, e1
a, b, c2, d1, e2
a, b, c2, d2, e1
a, b, c2, d2, e2
a, b, c2, d3, e1
a, b, c2, d3, e2
a, b, c3, d1, e1
a, b, c3, d1, e2
a, b, c3, d2, e1
a, b, c3, d2, e2
a, b, c3, d3, e1
a, b, c3, d3, e2
Questions:
1) Is there a formula for this kind of scenario?
2) What is the number of combinations for combinations of 3?
Thank you for your assistance.
I am looking at the number of combinations for this scenario.
I have the following options
a
b
c1/c2/c3 (choose 1)
d1/d2/d3 (choose 1)
e1/e2 (choose 1)
i) Maximum is 5 options
ii) If I choose d1, I cannot choose d2 or d3
Combinations of 5 (18 combinations)
a, b, c1, d1, e1
a, b, c1, d1, e2
a, b, c1, d2, e1
a, b, c1, d2, e2
a, b, c1, d3, e1
a, b, c1, d3, e2
a, b, c2, d1, e1
a, b, c2, d1, e2
a, b, c2, d2, e1
a, b, c2, d2, e2
a, b, c2, d3, e1
a, b, c2, d3, e2
a, b, c3, d1, e1
a, b, c3, d1, e2
a, b, c3, d2, e1
a, b, c3, d2, e2
a, b, c3, d3, e1
a, b, c3, d3, e2
Questions:
1) Is there a formula for this kind of scenario?
2) What is the number of combinations for combinations of 3?
Thank you for your assistance.