Difference between revisions of "Combinatorics Challenge Problems"
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Answer: (<math>\frac{7}{2592}</math>) | Answer: (<math>\frac{7}{2592}</math>) | ||
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| + | ==Problem 4== | ||
| + | How many different ways are there to buy <math>8</math> fruits when the choices are apples, pears, and oranges? | ||
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| + | Answer: <math>(45)</math> | ||
Revision as of 10:33, 23 April 2020
Contents
Problem 1
How many distinguishable towers consisting of 
blocks can be built with 
red blocks, 
pink blocks, and yellow blocks?
Answer: 
Problem 2
How many ways are there to seat 
people around the circle if 
of them insist on staying together?(All people are distinct)
Answer: 
Problem 3
When fair sided dice are rolled, what is the probability that the sum of the numbers facing up top is 
?
Answer: (
)
Problem 4
How many different ways are there to buy fruits when the choices are apples, pears, and oranges?
Answer: 
