arella needs to paint a board that is 2 meters wide and 3 meters tall.If one cup of paint will cover 1000 square centimeters,how many cups of paint will arella need?
Hello, I need personal assistant,Are you familiar with mathematics?Only experience man contact me,Thank
Need following threenAPA details in the annotated bibliographic format:Lee, & Hurst, E. G. (1988). Multiple-Criteria Decision Making Including Qualitative Fac. Decision Sciences, 19(2), 334–.Midha, S. (2020). Cloud computing and internet of things: Towards smart world for real-time applications. Towards Smart World, 197–214. https://doi.org/10.1201/9781003056751-11Nuara, L. T. (2019). Internet of things 2019: Everything is connected. Practising Law Institute.Author(s)TitleYearJournalSummaryWhat was the problem they were trying to address?How did they address the problem?What theories, if any, were used?What were their findings?What future research wasdiscussed?Full APA formatted citation.
Based on what you’ve read and have watched so far this week. Consider Bartle’s TaxonomyHearts, Clubs, Diamonds, Spades: Players Who Suit MUDs by Richard Bartle.”Bartle’s Taxonomy was the earliest attempt to break down player psychology in a multiplayer environment. Richard Bartle, who created the first MUD in 1978, interviewed the players of his games about why they played. Their responses fit into 4 categories, which we now call Achievers, Explorers, Socializers, and Killers. Today, there are similar gaming platforms like MOBAs
QUESTION 1Suppose a probability distribution of a random variable X is represented by the accompanying histogram. Shade that part of the histogram whose area gives the probability .a.b.c.d.e.1 pointsQUESTION 2Give the range of values that the random variable X may assume and classify the random variable as finite discrete, infinite discrete, or continuous.X = The number of times an accountant takes the CPA examination before passinga.0 ≤ x < 24; continuousb.0 ≤ x < ∞; continuousc.Any integer; infinite discreted.Any positive integer; infinite continuouse.Any positive integer; infinite discrete1 pointsQUESTION 3Determine whether the statement is true or false. If it is true, explain why it is true. If it is false, give an example to show why it is false.The area of a histogram associated with a probability distribution is a number between 0 and 1.a.False. The area is exactly equal to one.b.True. This follows from the definition.1 pointsQUESTION 4Let X denote the random variable that gives the sum of the faces that fall uppermost when two fair dice are cast. Find P ( X = 5 ).a.b.c.d.1 pointsQUESTION 5An examination consisting of ten true-or-false questions was taken by a class of 100 students. The probability distribution of the random variable X, where X denotes the number of questions answered correctly by a randomly chosen student, is represented by the accompanying histogram. The rectangle with base centered on the number 8 is missing. What should be the height of this rectangle?a.0.4b.0.25c.0.2d.0.351 pointsQUESTION 6Give the range of values that the random variable X may assume and classify the random variable as finite discrete, infinite discrete, or continuous.X = The distance a commuter travels to worka.. The random variable is finite discrete.b.. The random variable is infinite discrete.c.. The random variable is continuous.1 pointsQUESTION 7Give the range of values that the random variable X may assume and classify the random variable as finite discrete, infinite discrete, or continuous.X = The number of defective watches in a sample of four watches.a.{0,1,2,3,4}; The random variable is finite discreteb.X may assume the values of any positive integer. The random variable is continuous.c.X may assume the values of any positive integer. The random variable is infinite discrete.d.{0,1,2,3,4}; The random variable is infinite discrete1 pointsQUESTION 8Suppose a probability distribution of a random variable X is represented by the accompanying histogram. Shade that part of the histogram whose area gives the probability .a.b.c.d.e.1 pointsQUESTION 9The accompanying data were obtained in a study conducted by the manager of one supermarket. In this study the number of customers waiting in line at the express checkout at the beginning of each 3-min interval between 9 A.M. and 12 noon on Saturday was observed.Customers012345678910Frequency of Occurrence312812797533Find the probability distribution of the random variable X, where X denotes the number of customers observed waiting in line. Draw the histogram representing the probability distribution.a.x 0 1 2 3 4P(X = x) 0.05 0.017 0.033 0.133 0.2x 5 6 7 8 9 10P(X = x) 0.117 0.15 0.107 0.05 0.083 0.05b.x 0 1 2 3 4P(X = x) 0.05 0.017 0.033 0.153 0.2x 5 6 7 8 9 10P(X = x) 0.107 0.15 0.117 0.083 0.05 0.05c.x 0 1 2 3 4P(X = x) 0.05 0.017 0.033 0.133 0.2x 5 6 7 8 9 10P(X = x) 0.117 0.15 0.117 0.083 0.05 0.051 pointsQUESTION 10After the private screening of a new television pilot, audience members were asked to rate the new show on a scale of 1 to 10 (10 being the highest rating). From a group of 140 people, the accompanying responses were obtained.Rating12345678910Frequency of Occurrence2431322182630175Let the random variable X denote the rating given to the show by a randomly chosen audience member. Find the probability distribution associated with these data. Round answer to the nearest thousandth.x2345678P(X = x)a. x12345678910P(X = x)b. x12345678910P(X = x)c. x12345678910P(X = x)d. x12345678910P(X = x)e. x12345678910P(X = x)TwoQUESTION 1The management of the Cambridge Company has projected the sales of its products (in millions of dollars) for the upcoming year, with the associated probabilities shown in the following table:SalesProbabilityWhat does the management expect the sales to be next year?a.18.7b.15.34c.28.98d.29.61e.32.341 pointsQUESTION 2The management of MultiVision, a cable TV company, intends to submit a bid for the cable television rights in one of two cities, A or B. If the company obtains the rights to city A, the probability of which is 0.3, the estimated profit over the next 10 yr is $10 million; if the company obtains the rights to city B, the probability of which is 0.4, the estimated profit over the next 10 yr is $7 million. The cost of submitting a bid for rights in city A is $300,000 and that of city B is $300,000.By comparing the expected profits for each venture, determine whether the company should bid for the rights in city A or city B.a.City Ab.City B1 pointsQUESTION 3In European roulette the wheel is divided into 37 compartments numbered 1 through 36 and 0. (In American roulette there are 38 compartments numbered 1 through 36, 0, and 00.) Find the expected value of the winnings on a $3 bet placed on red in European roulette. Round your answer to the nearest cent.a.$0.08%b.$0.03%c.- $0.03%d.- $0.08%1 pointsQUESTION 4Based on past experience, the manager of the VideoRama Store has compiled the following table, which gives the probabilities that a customer who enters the VideoRama Store will buy 0, 1, 2, 3, or 4 videocassettes. How many videocassettes can a customer entering this store be expected to buy?Video- cassettes01234Probability0.420.370.130.040.04a.E = 0.56b.E = 0.91c.E = 0.86d.E = 0.661 pointsQUESTION 5Find the expected value of a random variable X having the following probability distribution:x012345P(X = x)a.E( X) = 2.3125b.E( X) = 2.1875c.E( X) = 2.3825d.E( X) = 1.09751 pointsQUESTION 6If a player placed a $8 bet on red and a $5 bet on black in a single play in American roulette, what would be the expected value of his winnings? Round your answer to the nearest cent.a. centsb. centsc. centsd. centse. cents1 pointsQUESTION 7During the first year at a university that uses a 4-point grading system, a freshman took ten 3-credit courses and received one A, three Bs, two Cs, and four Ds.Compute this student's grade point average.Let the random variable X denote the number of points corresponding to a given letter grade. Find the probability distribution of the random variable X and compute E( X), the expected value of X.a. 2.1;x 1 2 3 4P (X = x) 1 3 2 4E(X) = 2.1b. 2.9;x 1 2 3 4P (X = x) 0.4 0.2 0.3 0.1E(X) = 2.9c. 2.9;x 1 2 3 4P (X = x) 0.1 0.3 0.2 0.4E(X) = 2.9d. 2.1;x 1 2 3 4P (X = x) 0.4 0.2 0.3 0.1E(X) = 2.11 pointsQUESTION 8A woman purchased a $10,000, 1-year term-life insurance policy for $150. Assuming that the probability that she will live another year is 0.993, find the company's expected gain.a.E = $90b.E = $100c.E = $140d.E = $801 pointsQUESTION 9Bob, the proprietor of Midland Lumber, feels that the odds in favor of a business deal going through are 7 to 6. What is the (subjective) probability that this deal will not materialize?a.0.4622b.0.4615c.0.4647d.0.44601 pointsQUESTION 10A buyer for Discount Fashions, an outlet for women's apparel, is considering buying a batch of clothing for $61,000. She estimates that the company will be able to sell it for $80,000, $75,000, or $70,000 with probabilities of 0.20, 0.40, and 0.40, respectively.Based on these estimates, what will be the company's expected gross profit?a.$10,400b.$23,400c.$13,000d.$7,800e.$15,6001 points
Part 1Why do we make mistakes? The old adage that “nobody is perfect” is certainly true but we can LEARN from our mistakes. Start to analyze your mistakes. By increasing your awareness of the type of mistakes that you make the most often, you will begin to make them less often.Conceptual Error: The error is due to a misunderstanding of a concept. Name the concept, at least to yourself. For example, the concept might be finding the absolute value of a number. The process of naming the concept will help you to find additional information about that concept and strengthen your understanding.Calculation Error: In your judgment, you understood the concept or concepts involved but you made a miscalculation. Name the type of calculation error. For example, a type of calculation error might be that you applied the wrong rule for adding signed numbers or that you rounded the number incorrectly.Transcription Error: The error resulted from miscopying of the problem or miscopying a portion of the problem from one step to another. Identify the transcription error. For example, you may have copied the wrong problem or copied part of one problem and part of another. Another common transcription error is to leave out a number or sign as you copy from one line to the next.Interpretation Error. We answer the wrong question or do not answer all the questions.We often find ourselves anticipating what a problem is asking us to do without carefully reading the instructions. For example, you might be asked to give the new amount in a percent increase problem instead of just the amount of increase.TASKS1. Identify the types of errors listed above that you make most often and what strategy you will use to minimize making this type of error in the future.2. What you have learned by analyzing your mistakes?Part 2Is your confidence level at being able to do math rising from when you signed up for the course?If so – what is contributing to that rise?If not – what additional support do you need?
There’s no one-size-fits-all answer to this question, as there are a variety of different types of blogs out there on the internet. However, a good place to start looking for blogs related to your niche or problems is by using a search engine like Google. There are many blogging websites available on Google or many other search engines. Simply type in your topic followed by the word “blog” into the search bar, and you should be able to find a variety of different blogs that discuss that topic. Another option is to use a blog website like Blogger, WordPress andSeoserviceIndiawhich can help you find blogs that are related to your topic.
Ch 11: Assignment – Introduction to Hypothesis Testing
Check Attachment
I want to get my math lab done for Business mathematics
