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in how many ways can 5 different trees be planted in a circle
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The information here will enable you to solve it: http://tutors4you.com/circularpermutations.htm
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:D so its (5-1)! i guess
lol i was thinking you're going to explain :o
hehe well yeah wanna explain :P
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There is a formula for the circle (n-1)! (4)! =4*3*2*1=
:D
that link has nice explanation : number of circular arrangements of \(n\) different objects = \(\dfrac{n!}{n}\) because for each circular arrangement, there will be \(n\) different linear arrangements
yep ,cool
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