1) For each of the following scenarios, determine whether it is a permutation problem (order matters) or a combination problem (order does not matter). Explain your answer clearly. Then find the total number of possible ways. a) Senor L is a very generous teacher; he wants to treat his students at In N Out for lunch, but only 4 lucky students out of a class of 23 students. b) Senor L wants to motivate his students to show up to Zoom on time. From a class of 23 students, he will give the first 4 students the following extra credits: First student gets 20 points, second student gets 15 points, third student gets 10 points, and the fourth student gets 5 points.

A First Course in Probability (10th Edition)
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ISBN:9780134753119
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Chapter1: Combinatorial Analysis
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Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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1) For each of the following scenarios, determine whether it is a permutation problem
(order matters) or a combination problem (order does not matter). Explain your answer
clearly. Then find the total number of possible ways.
a) Senor L is a very generous teacher; he wants to treat his students at In N Out for
lunch, but only 4 lucky students out of a class of 23 students.
b) Senor L wants to motivate his students to show up to Zoom on time. From a class of
23 students, he will give the first 4 students the following extra credits: First student gets
20 points, second student gets 15 points, third student gets 10 points, and the fourth
student gets 5 points.
Transcribed Image Text:1) For each of the following scenarios, determine whether it is a permutation problem (order matters) or a combination problem (order does not matter). Explain your answer clearly. Then find the total number of possible ways. a) Senor L is a very generous teacher; he wants to treat his students at In N Out for lunch, but only 4 lucky students out of a class of 23 students. b) Senor L wants to motivate his students to show up to Zoom on time. From a class of 23 students, he will give the first 4 students the following extra credits: First student gets 20 points, second student gets 15 points, third student gets 10 points, and the fourth student gets 5 points.
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