Asked by Agala

You want to draft a four-player tennis team. There are eight players to choose from. How many different teams can you form?
(1 point)
•70
•64
•48
•336****
Answered by Steve
Hmmm. How did you get 336?

This is just a "choose 4 of 8" combination.

336 = P(8,3)
How does that relate to this problem. I suspect you just guessed.
Answered by Agala
8 x 7 x 6 = 336. That how I got it.
Answered by Steve
yeah, but how does that relate to choosing 4 players from a group of 8?
Answered by Agala
I Change It To A. Is It Correct Now?
Answered by Scott
8C4 = 70
Answered by Hi!
The answer is 70, it's a combination so you would do 8x7x6x5 because that's the number of permutations= 1,680 and then divide it by 24= the amount of spots times themselves or 4x3x2x1= 24. 1,680 divided by 24 is 70.
Answered by Destroy
So it’s 70?
Answered by TRUST ME
the answer is 70
Answered by Tàmàlês_kîd
The answer IS 70.
>v<
Answered by UnicornLover36
70 100%
Answered by Bot
Yes, the correct answer is 70.