Industry experts believe blockchain is a technology that has the potential to affect the business of most IT professionals in the next five years. Pick an industry you feel will be most affected by blockchain and how blockchain may be used in that industry. As an IT manager, how would you embrace blockchain? For instance, how would training occur for your team, what strategies might you use, what security methods may you recommend be used?Your paper should meet the following requirements:
Be approximately four to six pages in length, not including the required cover page and reference page.
Follow APA7 guidelines. Your paper should include an introduction, a body with fully developed content, and a conclusion.
Support your answers with the readings from the course and at least two scholarly journal articles to support your positions, claims, and observations, in addition to your textbook.
Be clearly and well-written, concise, and logical, using excellent grammar and style techniques. You are being graded in part on the quality of your writing
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The vast majority of the population associates Blockchain with cryptocurrency Bitcoin; however, there are many other uses of blockchain; such as Litecoin, Ether, and other currencies. In this discussion, please describe at least two cryptocurrencies with applicable examples. Discuss some similarities and differences. Lastly, discuss if you have any experience using any cryptocurrencies.
Please make your initial post and two response posts substantive. A substantive post will do at least two of the following:
Ask an interesting, thoughtful question pertaining to the topic
Answer a question (in detail) posted by another student or the instructor
Provide extensive additional information on the topic
Explain, define, or analyze the topic in detail
Share an applicable personal experience
Provide an outside source that applies to the topic, along with additional information about the topic or the source (please cite properly in APA)
Make an argument concerning the topic.
At least one scholarly source should be used in the initial discussion thread. Be sure to use information from your readings Use proper citations and references in your post.
The vast majority of the population associates Blockchain with cryptocurrency Bitcoin; however, there are many other uses of blockchain; such as Litecoin, Ether, and other currencies. In this discussion, please describe at least two cryptocurrencies with applicable examples. Discuss some similarities and differences. Lastly, discuss if you have any experience using any cryptocurrencies.
Please make your initial post and two response posts substantive. A substantive post will do at least two of the following:
Ask an interesting, thoughtful question pertaining to the topic
Answer a question (in detail) posted by another student or the instructor
Provide extensive additional information on the topic
Explain, define, or analyze the topic in detail
Share an applicable personal experience
Provide an outside source that applies to the topic, along with additional information about the topic or the source (please cite properly in APA)
Make an argument concerning the topic.
At least one scholarly source should be used in the initial discussion thread. Be sure to use information from your readings Use proper citations and references in your post.
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For all the problems show your work. Giving only the correct answer is insufficient for getting the full credit.
1. Solve the following problems using the multiplication principle for counting.
(a) I have 8 flavors of ice cream and 4 different toppings. How many different ice cream sundaes can I make if I choose one flavor of ice cream and only one topping?
(b) A restaurant is preparing a prix fixe menu that has 4 choices of appetizers, 2 soups, 7 entrees and 4 desserts. How many different dinners can be made from the menu? Assume that each guest chooses one of each dish.
(c) How many different ways can I rearrange the letters in the word COMPUTER?
(d) How many 4-letter “words” can I make from the letters of the word COMPUTER? You can re-use letters. For example CCCC, UPCT, etc..
(e) How many 3-letter “words” can I make from the letters in COMPUTER -? This time you cannot re-use letters. For example COM, POT, PUT, etc..
2. I have a bag of marbles with 5 yellow marbles, 11 red marbles and 7 brown marbles. Two marbles are drawn at random. First, draw the tree diagram and then compute the following probabilities – give your answers in fractions, in lowest terms.
With the aid of the probability tree, find the probability of:
(a) choosing 2 red marbles.
(b) Choosing two marbles of the same color.
(c) Choosing different colored marbles.
3. We are studying the success rate of newly opened hotel-casinos in Las Vegas. We measure that (a) 65% of these hotel-casinos generate positive revenue from the gambling business (i.e. the casino), and (b) 45% generate positive revenue from the hospitality business (i.e. the hotel). We are also told that 20% of these hotel-casinos are profitable in both gambling and hospitality.
a. What percentage of the newly opened hotel casinos generate positive revenue either from gambling or from hospitality?
b. What percentage of the newly opened hotel casinos generate positive revenue neither from gambling nor from hospitality?
4. 87% of the people who buy a gas grill are male, and 69% and homeowners. Assuming that the percentage of the buyers that are male homeowners is 59%, what fraction of the buyers either male or homeowners.
5. You make 40% of the basketball shots you take. What is the probability you make exactly 7 out of 12 shots?
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2. Let a graph have vertices D,E,F,G,H,I and edge set {{D,E},{D,F},{D,G},{D,H},{E,I},{H,I}}.
a. Draw the graph.
b. What is the degree of vertex G?
c. What is the degree of vertex D?
d. How many components does the graph have?
3. Which of the following degree sequences are possible for a simple graph?
a. (5,3,3,3,2,2)
b. (9,8,8,7,4,4,4,2,2,1)
c. (8,6,3,3,2,2,2,1)
d. (6,5,4,4,3,3,3)
4. You are a mail deliverer. Consider a graph where the streets are the edges and the intersections are the vertices. You want to deliver mail along each street exactly once without repeating any edges. Would this path be represented by a Euler circuit or a Hamiltonian circuit?
5. A telephone company employee needs to check the telephone lines hanging from telephone poles for a cut in the line over a grid of streets in a city without service. Would the path taken on a graph representing the situation be an Euler circuit or a Hamiltonian circuit?
6. Construct a simple graph with vertices C, D, E, F, G, H whose degrees are 2, 2, 2, 0, 2, 2. What is the edge set? Draw the graph.
7. Which of the following graphs are connected?
a.
b.
c.
d.
8. How many k-cliques are there in K_n?
9. Check the graph below for any of the following: Euler path, Euler circuit, Hamiltonian path, Hamiltonian circuit. Do any apply, if so list them.
10. Check the graph below for any of the following: Euler path, Euler circuit, Hamiltonian path, Hamiltonian circuit. Do any apply, if so list them.
new work is focused on aspects of logic and logical methods of thinking and problem-solving.
One important area is inductive and deductive reasoning. We use these types of reasoning to draw conclusions or make decisions or solve problems.
Chapter 1 section 1-1 in the e-text presents information about these two types of reasoning.
After carefully studying this section respond to the below tasks in the context of Math 105:
Provide an example in the context of Math 105 of a conclusion or decision you made based on inductive reasoning. Explain why inductive reasoning was involved.
Provide an example in the context of Math 105 of when you used deductive reasoning. Explain why this was a use of deductive reasoning.
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Yearly, students are invited to membership in the honor society for your major if their class rank is at least in the 90thpercentile for all students in that major. In 2019 you ranked 30 out of 128 students in your major.
a. Will you be invited to membership?
b. If you had the data on the cumulative gpa of each member of the honor society at the end of the spring semester in 2019, which measure of average would be the most meaningful –mean, median, mode? Explain.
Part 2
A jury pool consists of 9 men and 11 women. The jury will be made up of 12 jurors.
a. If one person from among 6court officers (3 women and 3 men) is chosen at random from to draw the names out of a hat, what is the probability that the court officer chosen to draw the names is a man?
b. How many ways can the jury be formed if there are no restrictions on composition?
c. How many ways can 8women be chosen?
d. How many ways can 4 men be chosen?
e. What is the probability that the random selection of the jury will result in 8 women and 4 men?
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Respond to the following in a minimum of 175 words:
We began to examine relationships between quantities. Some ways we can compare quantities are by using percentages, ratios, rates, and unit labels. In your life, there are likely many situations that require you to compare quantities, understand the meaning of those comparisons, and make decisions based on those comparisons. What is an example of a situation from your professional or personal life that requires you to compare, understand, and make decisions based on quantitative comparison? Be sure to describe the types of quantitative comparisons you had to make, what decisions you made, and why. Would your decision be different if you had the benefit of learning this week’s concepts? Why or why not?
RESPOND TO AUDREY AND BRANDON BE CONSTRUCTIVE AND PROFESSIONAL.
Audrey post
In the fall I will start a new position as a testing coordinator for an elementary school. In this role I will be responsible for testing kids on quarterly tests and a yearly state test. I will have to read data comparing the number of students with the best test outcomes to the students with the worst scores and in between. It is important that I master the concepts of week 2 as I will be using percentages and ratios on a daily basis in this new role and will need to have accurate data on each student.
Brandon post
At my current job we focus on rates, rates to my job dictate how well our building is performing to other locations and how well each individual employee is performing against their peers as well. Day to day I would have to track the previous weeks rates for a group of individuals and compare to the week to date rates. By comparing these metrics I can track if those employees a moving in a positive or negative way for the current week. Understanding the comparison I can prepare a way to help those employees but also bridge to my boss what the miss was on the rates for the current week vs the previous week if we fell short on our goal. However, some barriers my interrupt the employees ability to work because of this I have to find the percentage of employees affected by those barriers and compare that percentage to the percentage unaffected and determine if the rates created were on spot or was it off due to the amount to employees affected by operational barriers
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1. Calculate the momentum of a 265 kg motorcycle traveling at 25 m/s.
Key IdeaStock of Data and
Solution
Sanity Check
2. A rubber ball (1 kg) falls from a height of 10 m and collides elastically with the floor. What is the velocity of the ball as it rebounds from the floor?
Key IdeaStock of Data and
Solution
Sanity Check
3. Two clay balls collide and stick. Ball 1 has a mass of 10 kg and an initial velocity of 10 m/s in the positive x direction. Ball 2 has a mass of 20 kg and an initial velocity of 5 m/s in the negative x direction. What is the final velocity of the combined mass?
Key IdeaStock of Data and
Solution
Sanity Check
4. Two clay balls collide and stick. Ball 1 has a mass of 10 kg and an initial velocity of 5 m/s in the positive x direction. Ball 2 has a mass of 20 kg and an initial velocity of 5 m/s in the negative x direction. What is the final velocity of the combined mass?
Key IdeaStock of Data and
Solution
Sanity Check
5. Two rubber balls undergo an elastic collision. Ball 1 has a mass of 10 kg and an initial velocity of 5 m/s in the positive x direction. Ball 2 has a mass of 10 kg and is stationary. What is the final velocity of the two balls, v1f, and v2f?
Key IdeaStock of Data and
Solution
Sanity Check
6. A ceiling fan turns at a rate of 20 RPM what is its speed in radians per second, and the speed of a tip of a 50 cm fan blade in m/s?
Key IdeaStock of Data and
Solution
Sanity Check
7. Calculate the angular momentum of a 265 kg motorcycle traveling at 25 m/s. traveling around a circular curve 500 m in radius
Key IdeaStock of Data and
Solution
Sanity Check
8. A ceiling fan turns at a rate of 20 RPM. A 1 gram bug hangs on to the end of a 50 cm fan blade. What is the magnitude of the frictional force between the bug’s feet and the blade?
Key IdeaStock of Data and
Solution
Sanity Check
9. A wrench 30 cm long is attached to a nut and bolt. You exert a 15 N force on the wrench. What is the maximum torque you can exert under these conditions?
Key IdeaStock of Data and
Solution
Sanity Check
10. A uniform beam of length 10 m and mass 100 kg is supported by pylons on either end. A 200 kg box is centered at 5 m from the left end of the beam. What is the downward force on the left most pylon?
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Enjoy Please Note-You have come to the most reliable academic writing site that will sort all assignments that that you could be having. We write essays, research papers, term papers, research proposals. Calculate the momentum of a 265 kg motorcycle traveling at 25 m/s.