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| Suppose 10 ducks and 6 geese line up in a single row. In how many ways can they line up so that no two geese are standing next to one another? (There is always at least one duck between any two geese.)

| Suppose 10 ducks and 6 geese line up in a single row. In how many ways can they line up so that no two geese are standing next to one another? (There is always at least one duck between any two geese.)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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In how many ways can they line up so that every goose is standing next to exactly one other goose?
Transcribed Image Text:In how many ways can they line up so that every goose is standing next to exactly one other goose?
| Suppose 10 ducks and 6 geese line up in a single row. In how many ways can they line up so that no two geese are standing next to one another? (There is always at least one duck between any two geese.)
Transcribed Image Text:| Suppose 10 ducks and 6 geese line up in a single row. In how many ways can they line up so that no two geese are standing next to one another? (There is always at least one duck between any two geese.)
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