A couple wants to plant some shrubs around a circular walkway. They have seven different shrubs. How many different ways can the shrubs be planted?

120

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1440

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720

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6040

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Solution

The correct option is C $720$
The total number of different shrubs available is $7$
The number of circular permutations possible are $(7 - 1)! = 6! = 720$
Therefore the correct option is $C$

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A couple wants to plant some shrubs around a circular walkway. They have seven different shrubs. How many different ways can the shrubs be planted?

The correct option is C 720The total number of different shrubs available is 7The number of circular permutations possible are (7−1)!=6!=720Therefore the correct option is C

The correct option is C $720$
The total number of different shrubs available is $7$
The number of circular permutations possible are $(7 - 1)! = 6! = 720$
Therefore the correct option is $C$