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If 8 family members choose to play "Secret Santa," how many different ways can the names be paired? Clue: The answer is 10,000< x <30,000 Please help!

If 8 family members choose to play "Secret Santa," how many different ways can the names be paired? Clue: The answer is 10,000< x <30,000 Please help!
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If 8 family members choose to play "Secret Santa," how many different ways can the names be paired?

Clue: The answer is 10,000< x <30,000

Please help!

asked
User Kriti
by
8.1k points

2 Answers

3 votes

Answer:

the names can be paired 2 members by 4

Explanation:

answered
User Phil Calvin
by
8.2k points
3 votes

Answer:

300,000,000 or three hundred million

Explanation:

answered
User Simon Kissane
by
8.9k points
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