8. Pizza Mario owns a pizzeria. Mario makes all of his pizzas from 10 different ingredients, using 3 ingredients on each pizza. Mario's cousin Luigi owns a pizzeria as well. Luigi makes all his pizzas from 9 ingredients, using 4 ingredients on each pizza. Mario and Luigi have made a bet: Mario believes that customers can order a larger selection of pizzas in his pizzeria than they can order in Luigi's pizzeria. Use functions for this assignment. • Implement a factorial() function yourself (do not use the one from the math module) • When choosing k items fromn possible items, the number of possibilities can be obtained using the following formula: k!(n=k)! %3D Make a function called choose with two parameters n and k, that implements the above formula. • Write a program that calculates the number of pizzas Mario and Luigi can make. The outcome should look like this: Mario can make 120 pizzas. Luigi can make 126 pizzas. Luigi has won the bet.
8. Pizza Mario owns a pizzeria. Mario makes all of his pizzas from 10 different ingredients, using 3 ingredients on each pizza. Mario's cousin Luigi owns a pizzeria as well. Luigi makes all his pizzas from 9 ingredients, using 4 ingredients on each pizza. Mario and Luigi have made a bet: Mario believes that customers can order a larger selection of pizzas in his pizzeria than they can order in Luigi's pizzeria. Use functions for this assignment. • Implement a factorial() function yourself (do not use the one from the math module) • When choosing k items fromn possible items, the number of possibilities can be obtained using the following formula: k!(n=k)! %3D Make a function called choose with two parameters n and k, that implements the above formula. • Write a program that calculates the number of pizzas Mario and Luigi can make. The outcome should look like this: Mario can make 120 pizzas. Luigi can make 126 pizzas. Luigi has won the bet.
Operations Research : Applications and Algorithms
4th Edition
ISBN:9780534380588
Author:Wayne L. Winston
Publisher:Wayne L. Winston
Chapter19: Probabilistic Dynamic Programming
Section19.4: Further Examples Of Probabilistic Dynamic Programming Formulations
Problem 7P
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