7 X-men want to answer 2 separate distress calls. Each team must be at least 3 X-men. How many ways can the 2 teams be formed?
you can probably predict what im about to say... "it's not that simple...."
the X is just a prefix in X-men....
@bhaskarbabu stop deleting your replies...you look like a fool who's afraid of making mistakes...
no i just hate scrolling down n down that is why i delete mine because those r useless
Can I ask a question?
shoot
Can it be like one team has 3X men and another team has 3X men
@lgbasallote
no. you have to use all 7
Then it is 35
i got only 7C3...that is the way you select 3persons from 7..selected is the three member team and left is the four member team...Am i right? @lgbasallote
again with the answers and no solutions.....
Yea..7C3 = 35
7C4=35
unfortunately...it's not that simple...
close though
Is it 7C3 +7C4? It is nothing but repeating every combination another time..!
So, i don't think its right.
it isn't
but close enough for me to get what to do
you got it? please share it with us..
it's just 2 * 7C3
Why 2?
because the X-men are interchangeable
interchangeable to answer the calls?
case 1: 1st group - 3 members 2nd group - 4 members case 2 1st group - 4 members 2nd group - 3 members
u just asked to select the groups only and did'nt name them
yes..you are right, but in your question, you only asked the no. of ways of forming teams and not no. of ways of answering the calls..thats the reason we didn't multiply the answer by 2!!
no..actually you still do
that's what makes these tricky
its okay..you got it and we got it..that's what matters, isn't it?
yes. this must be the first question of mine in this topic that was actually answered
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