Five people want a photographer to take pictures of every possible group of three of them.
How many different photos will the photographer need to take?:confused:
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Five people want a photographer to take pictures of every possible group of three of them.
How many different photos will the photographer need to take?:confused:
C(5,3)
Five people want a photographer to take pictures of every possible group of three of them. How many pictures will the photographer need to take?
This is not a riddle. It is just wanting to know how many ways you can choose 3 items from 5.
Do you know this notation? Factorials ans so forth. Do you have a calculator? Most of them will quickly do it.
You can do it yourself by going through all the combinations logically too, the answer is not large!
5! = 5x4x3x2x1, so expanding galactus' answer:
Yes
You can also check by working out all the possible combinations yourself:
The first is obviously
123
Then you change the last digit until you run out
124
125
Now you change the 2nd digit and repeat
134
135
And again
145
Now you've run out of second digits so change the first:
234
235
Now change the second digit again:
245
Now the first again
345
Now we've found them all! Count them up and there's 10 :)
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