in how many ways can 30 distinct toys be equally divided?
A 30 to the power 5
B 5 to the power 30
C 30!÷ (6!) ^5
D 30 c 5
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Step-by-step explanation
Given in how many ways can 30 distinct toys be equally divided?
- Now number of ways in which p x q distinct objects is divided equally into q groups
- will be (pq) ! / (p!)^q
- so we have 30 distinct toys to be divided equally among 5 distinct boys.
- So number of boys each boy will get will be 30 / 5 = 6
- So p x q = 30
- Or q = 5
- Or p = 6
- Now the number of ways will be 30 ! / (6!)^5
Reference link will be
https://brainly.in/question/18803713
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