25 multiple choice questions calculus 1 HOURS if you have time please email calculus
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HU Quantitative Analysis Methods used in Business Decision Making ppt
In this assignment, you will create a PowerPoint presentation that details a number of quantitative analysis methods and i ...
HU Quantitative Analysis Methods used in Business Decision Making ppt
In this assignment, you will create a PowerPoint presentation that details a number of quantitative analysis methods and indicates how and when they should be used to solve business problems.
PowerPoint presentation including an analysis of 8 different methods and a practical example of a business problem.
Each analysis should be addressed on one slide, and must include:
The title of slide should be the name of the method being discussed.
A small description of the method (must be cited)
The type of problem it can be used to solve or example of the method in use.
Each slide must have at least one citation
All information must be on slide, nothing in the notes section of the PowerPoint.
Practical example
invent a business problem, and briefly describe it in one slide
create a simple decision tree to select the quantitative method used to evaluate it
include a sample evaluation and recommendation for the business problem.
Belchertown High School Mathematics for College Readiness Question
The measures of two complementary angles are in the ratio 2:3. What is the measure of the smaller angle Answer A. 18Answer ...
Belchertown High School Mathematics for College Readiness Question
The measures of two complementary angles are in the ratio 2:3. What is the measure of the smaller angle Answer A. 18Answer B. 36Answer C. 54Answer D. 60
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Survey Research Methods
When conducting research, one of the most important steps is defining the independent and the dependent variables. The ind ...
Survey Research Methods
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Math 161A Statistics Probability Writing Project
1. (6 points) How large would a potential Jackpot have to be in the California Mega
Millions Lottery in order for the gam ...
Math 161A Statistics Probability Writing Project
1. (6 points) How large would a potential Jackpot have to be in the California Mega
Millions Lottery in order for the game to be fair? Present your computation and
explain your reasoning in addition to stating your final answer.
Note: A fair game is one in which in the long-run neither party (lottery company
and players) has an advantage.
2. There are a number of probability claims made in the Lottery tips. In this problem,
you will verify whether these claims are true. Consider the current rules (5/70 +
1/25) of the CA MEGA millions game.
(a) (5 points) Consider the Odd-Even Lotto Tip. Find the exact probability that
the five white numbers selected will all be even.
(b) (8 points) Consider the Sum Lotto Tip. Use the Central Limit Theorem to
approximate the probability that the sum of the five white balls will fall between
132 and 223 (both inclusive).
Discuss the appropriateness of using the Central Limit Theorem in this case. If
any of the assumptions of the theorem are violated, state what these assumtions
are and discuss how extreme (mild, moderate, severe) the violation is.
(c) (6 points) Consider the Repeat Hits Lottery Tip. It is not entirely clear, whether
this tip only concerns the white balls or also the gold MEGA ball.
i. Find the exact probability that in a given drawing at least one of the white
numbers is a repeat from the last drawing.
ii. Find the exact probability that in a given drawing at least one of the six
balls drawn (five white and one gold) is a repeat of the last drawing.
(d) (5 points) Consider the Tip that recommends to avoid previous number combinations. How long, on average (in years), will it take until a given set of MEGA
million lottery numbers (five white balls and MEGA ball) will be repeated in
a drawing? Recall, that drawings take place bi-weekly and that assume that a
year has 365 days (i.e., ignore leap years).
3. (5 points) Assume that game payouts are fixed (not pari-mutuel). Will following the
advice of the lottery expert increase your chances of winning the lottery? (This is a
multiple choice question - Yes/No answer ONLY.)
4. (10 points) Discuss the advice from the Lotto-Expert presented on page 2. Are the
statements made in the individual tips presented there generally truthful? Do they
hold for general (future) drawings, and not just for data collected in the past? Is
following this advice a good idea when playing the lottery? Explain why or why not.
Take a stand and defend your position with a good logical argument using the
methods of probability you have learned in this course. Provide as much numerical
evidence as necessary (you may cite your results from problem 2) to support your
3
Math 161A - Fall 2020 M. Bremer
claim(s). Make sure to provide a cohesive argument (using correct spelling and good
grammar).
5. (5 points) To study whether the drawing of lottery numbers for the MEGA million
game is truly random, we will consider some data. The data (which are available
in the file “Lottery Data.csv”) contains the date of the drawing, the five white balls
drawn, and the MEGA ball drawn in all 1925 drawings of the NY MEGA millions
between 5/17/2002 and 11/03/2020.
Based on the graphs that you can find on the next pages, discuss whether it is reasonable to assume that lottery numbers are drawn independently and at random
meaning that each possible number combination is equally likely to be drawn. Describe which aspect(s) of which graph(s) you base your conclusion on.
Disclaimer: The data come from the New York State (not the California State)
MEGA millions lottery. Like California, NY has changed the rules for the MEGA
millions game several times over the last couple years. For instance, on October 19,
2013, they switched from drawing 55 white balls to drawing 75 white balls. On the
same date, the number of possible MEGA balls were reduced from 45 to 15. Another
rule change occurred in October 2017.
Note: You are welcome to look at the raw data and/or create your own additional
graphs if you wish, but that’s not required for this problem.
Grading: Your work will be graded
CSU Inferential Statistics as Descriptive Statistics Diabetes Statistics Discussion
1. Use the internet to find a website that shows an example or application of correlation or regression in an area of inte ...
CSU Inferential Statistics as Descriptive Statistics Diabetes Statistics Discussion
1. Use the internet to find a website that shows an example or application of correlation or regression in an area of interest in your personal or professional life.2. Discuss how correlation or regression was used, summarize your findings, and share them.3. Be sure to include the independent and dependent variable - discuss the impact/relevance of the independent variable.Your document should be minimum 300 words plus references. Be sure to support your statements with logic and argument, citing any sources referenced.
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Most Popular Content
HU Quantitative Analysis Methods used in Business Decision Making ppt
In this assignment, you will create a PowerPoint presentation that details a number of quantitative analysis methods and i ...
HU Quantitative Analysis Methods used in Business Decision Making ppt
In this assignment, you will create a PowerPoint presentation that details a number of quantitative analysis methods and indicates how and when they should be used to solve business problems.
PowerPoint presentation including an analysis of 8 different methods and a practical example of a business problem.
Each analysis should be addressed on one slide, and must include:
The title of slide should be the name of the method being discussed.
A small description of the method (must be cited)
The type of problem it can be used to solve or example of the method in use.
Each slide must have at least one citation
All information must be on slide, nothing in the notes section of the PowerPoint.
Practical example
invent a business problem, and briefly describe it in one slide
create a simple decision tree to select the quantitative method used to evaluate it
include a sample evaluation and recommendation for the business problem.
Belchertown High School Mathematics for College Readiness Question
The measures of two complementary angles are in the ratio 2:3. What is the measure of the smaller angle Answer A. 18Answer ...
Belchertown High School Mathematics for College Readiness Question
The measures of two complementary angles are in the ratio 2:3. What is the measure of the smaller angle Answer A. 18Answer B. 36Answer C. 54Answer D. 60
3 pages
Survey Research Methods
When conducting research, one of the most important steps is defining the independent and the dependent variables. The ind ...
Survey Research Methods
When conducting research, one of the most important steps is defining the independent and the dependent variables. The independent variable is not ...
Math 161A Statistics Probability Writing Project
1. (6 points) How large would a potential Jackpot have to be in the California Mega
Millions Lottery in order for the gam ...
Math 161A Statistics Probability Writing Project
1. (6 points) How large would a potential Jackpot have to be in the California Mega
Millions Lottery in order for the game to be fair? Present your computation and
explain your reasoning in addition to stating your final answer.
Note: A fair game is one in which in the long-run neither party (lottery company
and players) has an advantage.
2. There are a number of probability claims made in the Lottery tips. In this problem,
you will verify whether these claims are true. Consider the current rules (5/70 +
1/25) of the CA MEGA millions game.
(a) (5 points) Consider the Odd-Even Lotto Tip. Find the exact probability that
the five white numbers selected will all be even.
(b) (8 points) Consider the Sum Lotto Tip. Use the Central Limit Theorem to
approximate the probability that the sum of the five white balls will fall between
132 and 223 (both inclusive).
Discuss the appropriateness of using the Central Limit Theorem in this case. If
any of the assumptions of the theorem are violated, state what these assumtions
are and discuss how extreme (mild, moderate, severe) the violation is.
(c) (6 points) Consider the Repeat Hits Lottery Tip. It is not entirely clear, whether
this tip only concerns the white balls or also the gold MEGA ball.
i. Find the exact probability that in a given drawing at least one of the white
numbers is a repeat from the last drawing.
ii. Find the exact probability that in a given drawing at least one of the six
balls drawn (five white and one gold) is a repeat of the last drawing.
(d) (5 points) Consider the Tip that recommends to avoid previous number combinations. How long, on average (in years), will it take until a given set of MEGA
million lottery numbers (five white balls and MEGA ball) will be repeated in
a drawing? Recall, that drawings take place bi-weekly and that assume that a
year has 365 days (i.e., ignore leap years).
3. (5 points) Assume that game payouts are fixed (not pari-mutuel). Will following the
advice of the lottery expert increase your chances of winning the lottery? (This is a
multiple choice question - Yes/No answer ONLY.)
4. (10 points) Discuss the advice from the Lotto-Expert presented on page 2. Are the
statements made in the individual tips presented there generally truthful? Do they
hold for general (future) drawings, and not just for data collected in the past? Is
following this advice a good idea when playing the lottery? Explain why or why not.
Take a stand and defend your position with a good logical argument using the
methods of probability you have learned in this course. Provide as much numerical
evidence as necessary (you may cite your results from problem 2) to support your
3
Math 161A - Fall 2020 M. Bremer
claim(s). Make sure to provide a cohesive argument (using correct spelling and good
grammar).
5. (5 points) To study whether the drawing of lottery numbers for the MEGA million
game is truly random, we will consider some data. The data (which are available
in the file “Lottery Data.csv”) contains the date of the drawing, the five white balls
drawn, and the MEGA ball drawn in all 1925 drawings of the NY MEGA millions
between 5/17/2002 and 11/03/2020.
Based on the graphs that you can find on the next pages, discuss whether it is reasonable to assume that lottery numbers are drawn independently and at random
meaning that each possible number combination is equally likely to be drawn. Describe which aspect(s) of which graph(s) you base your conclusion on.
Disclaimer: The data come from the New York State (not the California State)
MEGA millions lottery. Like California, NY has changed the rules for the MEGA
millions game several times over the last couple years. For instance, on October 19,
2013, they switched from drawing 55 white balls to drawing 75 white balls. On the
same date, the number of possible MEGA balls were reduced from 45 to 15. Another
rule change occurred in October 2017.
Note: You are welcome to look at the raw data and/or create your own additional
graphs if you wish, but that’s not required for this problem.
Grading: Your work will be graded
CSU Inferential Statistics as Descriptive Statistics Diabetes Statistics Discussion
1. Use the internet to find a website that shows an example or application of correlation or regression in an area of inte ...
CSU Inferential Statistics as Descriptive Statistics Diabetes Statistics Discussion
1. Use the internet to find a website that shows an example or application of correlation or regression in an area of interest in your personal or professional life.2. Discuss how correlation or regression was used, summarize your findings, and share them.3. Be sure to include the independent and dependent variable - discuss the impact/relevance of the independent variable.Your document should be minimum 300 words plus references. Be sure to support your statements with logic and argument, citing any sources referenced.
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