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Label each problem with the formula that would be most appropriate for solving it. In how many orders can an elevator stop at each floor of a building? If each blade on a fan is painted with a different color. In how many ways can the colors be arranged? A student is permitted to choose three small prizes out of a box. How many different groups of prizes can the student possibly choose? In a race, how many possibilities exist for which runners finish in first, second, and third place? How many different pairs of ribbons can be chosen from a box filled with assorted ribbons?

Label each problem with the formula that would be most appropriate for solving it. In how many orders can an elevator stop at each floor of a building? If each blade on a fan is painted with a different color. In how many ways can the colors be arranged? A student is permitted to choose three small prizes out of a box. How many different groups of prizes can the student possibly choose? In a race, how many possibilities exist for which runners finish in first, second, and third place? How many different pairs of ribbons can be chosen from a box filled with assorted ribbons?

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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I have a permutations & combinations geometry question.

Label each problem with the formula that would be most appropriate for solving it. In how many orders can an elevator stop at each floor of a building? If each blade on a fan is painted with a different color. In how many ways can the colors be arranged? A student is permitted to choose three small prizes out of a box. How many different groups of prizes can the student possibly choose? In a race, how many possibilities exist for which runners finish in first, second, and third place? How many different pairs of ribbons can be chosen from a box filled with assorted ribbons? Combinations formula Answer Bank Permutations formula Circular permutations formula
Transcribed Image Text:Label each problem with the formula that would be most appropriate for solving it. In how many orders can an elevator stop at each floor of a building? If each blade on a fan is painted with a different color. In how many ways can the colors be arranged? A student is permitted to choose three small prizes out of a box. How many different groups of prizes can the student possibly choose? In a race, how many possibilities exist for which runners finish in first, second, and third place? How many different pairs of ribbons can be chosen from a box filled with assorted ribbons? Combinations formula Answer Bank Permutations formula Circular permutations formula
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