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in how many ways a garland can be prepared with 5 lily,7 roses and 8 tulips...such that all tulips remains together

nitin gangwar , 12 Years ago
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anser 1 Answers
Aman Bansal

Last Activity: 12 Years ago

Dear Nitin,

1. We have 5 different things: the group of 4 flowers and 4 separate flowers. 5P5=5!
2. to arrange the group of 4 flowers we have 4P4=4! ways. So, 5!*4!
3. circular symmetry means that variants with "circular shift" are the same variant. We can make 5 "circular shifts". Therefore, N=5!*4!/5=4!*4!

Best Of luck

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