For questions with counting, please leave your answers as the sum and/or product of numbers. For any question with probabilities, please leave your answer as a fraction. No need for calculators here. Problem 1. This problem has a few parts. (a) Suppose you roll two 6-sided die, labeled 1 through 6. How many ways are there to get a 7? How many ways are there to get a 5? (b) Next, suppose you roll two 20-sided die, labeled 1 through 20. How many ways are there to get a 21? How many ways are there to get a 19? (c) Similarly, suppose you roll two 100-sided die, labeled 1 through 100. How many ways are there to roll a 101? How many ways are there to get a 99?
For questions with counting, please leave your answers as the sum and/or product of numbers. For any question with probabilities, please leave your answer as a fraction. No need for calculators here. Problem 1. This problem has a few parts. (a) Suppose you roll two 6-sided die, labeled 1 through 6. How many ways are there to get a 7? How many ways are there to get a 5? (b) Next, suppose you roll two 20-sided die, labeled 1 through 20. How many ways are there to get a 21? How many ways are there to get a 19? (c) Similarly, suppose you roll two 100-sided die, labeled 1 through 100. How many ways are there to roll a 101? How many ways are there to get a 99?
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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Transcribed Image Text:For questions with counting, please leave your answers as the sum and/or product of numbers.
For any question with probabilities, please leave your answer as a fraction. No need for calculators
here.
Problem 1. This problem has a few parts.
(a) Suppose you roll two 6-sided die, labeled 1 through 6. How many ways are there to get a 7? How
many ways are there to get a 5?
(b) Next, suppose you roll two 20-sided die, labeled 1 through 20. How many ways are there to get a
21? How many ways are there to get a 19?
(c) Similarly, suppose you roll two 100-sided die, labeled 1 through 100. How many ways are there to
roll a 101? How many ways are there to get a 99?
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