Best Answer

(7 x 6 x 5 x 4) = 840 different ways.

But each (4 x 3 x 2) = 24 ways result in the same setof 4 .

So there are only 840/24 = 35 different sets of 4 figurines.

Q: How many ways can Zoe choose 4 figurines from a collection of 7?

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Assuming the 20 are all different, there are 20C11 = 20!/(11!*9!) = 167,960 ways.

Nine

24 ways

93

7C4 = 35

Related questions

Assuming the 20 are all different, there are 20C11 = 20!/(11!*9!) = 167,960 ways.

1

There are many ways in life, we each choose our own.

Nine

Only one: choose A homophone is: chews

24 ways

Well there are several ways to get figurines: 1. Is to dig them up 2. When you are fishing 3. You are sometimes rewarded with themif complete tasks for people 4. You can get them when you pull up dandelions. Hope this helps. :)

7C4 = 35

12C9 = 220

93

You can wind up with 10 different pairs of books in your hand, which you can choose from a shelf of 5 books in 20 different ways.

The editor can choose 4 stories from 17 submissions in 17 choose 4 ways, which is calculated as 17! / (4!(17-4)!) = 2380 ways.