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John studied for 22.5 hours over a period of 3.5 days. On average, about how many hours did he study…
John studied for 22.5 hours over a period of 3.5 days. On average, about how many hours did he study each day?
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round 4
PLEASE SEEE THE ATTACHED
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Can someone help me with my assignments, quiz and journal in Math 205 Quantitative Explorations in Everyday Life
For the last 5 weeks, you have been learning about various applications of mathematics in the real world. Most of the application problems can be either used in your own life or can be used to analyze and have a better perspective and understanding of various news in the media, and thus become better and informed citizens of the country.Here is a list of many such application concepts that were discussed throughout the book:Global melting (page 70)Save money and save the earth (page 99)Federal budget (page 173)How numbers can deceive polygraph, mammogram, and more (page 178)Measuring your money by understanding tax, interests, investments, loans, budget, etc. (Chapter 4)Should you believe a statistical study (Chapter 5B)Graphics in the media (Chapter 5D)Correlation and causality (Chapter 5E)Is polling reliable (page 414)Exponential and logarithmic scales and their use in understanding acidification of lakes and oceans and effect of exponential population rise (Chapter 8)Ocean acidification (page 526)Climate modeling (page 534)Mathematics of politics (Chapter 12)For this journal entry, choose any two application problems from the above list and answer the following questions. The total word count, for all your answers, should be at least 300 words and not more than 500 words.What are the two topics that you have chosen?Why did you choose the topics?How will you use the applications in your own life? Be very specific.How can you use the applications in your own community? For example, if you believe in climate change and you find that your senator, congressperson, or members of your town council do not believe in climate change, how can you use your knowledge to change their beliefs? This is just an example. You can use this or your own examples and ideas to discuss how you can use your applications for the betterment of the society and the country.Did you know about all these math applications before you took the class? How has your perspective about math changed after taking this class?Were you afraid of math before taking this class? Are you still afraid? Why or why not?Reflect on your journey through the 5 weeks of this class.
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I have a math take home quiz,
I want someone to finish it In Two hours max
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Mathematics of Finance
Everything is in the file
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PLAGIARISM FREE “A” WORK IN 10 HOURS or LESS
According to Deloitte (2019) “Digital technologies are supporting health systems’ efforts to transition to new models of patient-centered care and helping them develop “smart health” approaches to increase access and affordability, improve quality, and lower costs. New technologies are helping with diagnosis and treatment; helping with speed, quality, and accuracy; and improving the patient experience.” (the U.S. and Global Health Care Industry Outlook)While we can likely agree with the statement above, we also know this transformation inevitably comes with many challenges for both healthcare providers and consumers. Resistance to change is one of the biggest challenges. With emerging technologies, customer experience and exposure to information technology are increasing. The explosion of patient portals, portable technology, self-monitoring wearable devices, etc.… has created a more aware, assertive, and educated patient. How you feel about these changes will greatly impact the success you have with it. Challenges are many, and reflection upon your feelings is vital.Assess the challenges of technological advances in Healthcare.Include the following aspects in the discussion:1) Using your text and other course resources investigate ways to make the digital transformation process as smooth as possible2) Provide an approach from a patient education perspective3) Discuss your personal point of view regarding the health care technology revolution
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see below
Project 2 Binomial Distribution Problem 1: (a) An urn contains 1000 balls, 100 are green and 900 are white. One ball is chosen from the urn 100 times with replacement. Use Excel (binom.dist) to find the probability that six or seven green balls are selected. (b) An urn contains 1000 balls, 100 are green and 900 are white. One ball is chosen from the urn 1000 times. Use Excel (binom.dist) to find the probability that between 110 and 120 of the balls, inclusive, are green. (c) Redo (a) and (b) again using Excel but use the normal approximation (normal.dist). How do the answers compare with the above? Are there any discrepancies? If so, please explain why they happened. Please submit your answers on an excel spreadsheet.
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Use the following information to answer the question. A pescatarian is a person who eats fish and seafood but no…
Use the following information to answer the question. A pescatarian is a person who eats fish and seafood but no other animal. An event planner does some research and finds that approximately 2.75% of the people in the area where a large event is to be held are pescatarian. Treat the 250 gueststs expected at the event as a simple random sample from the local population of about 150,000.On average, what proportion of the guests would be expected to be pescatarian, give or take how many? Round to the nearest whole person.
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We need to equate the total payments
We need to equate the total payments to the total obligations due at the end of year three. Debts The values of the R780 and R7 000 debts must be moved to the end of year three. For the R780 debt The future value is = P (1 + R) T S = 780 (1 + 0.11) 1 S = 865.80 For the R7 000 debt The value of the R7 000 debt at the end of year three is = P (1 + R) -T S = 7000 (1 + 0.11) -1 S = R6 306.31 Payments There are two payments, namely R1 300 at the end of year one and R x at the end of year three. For the R1 300 payment The future value isS = P (1 + R) T S = 1300 (1 + 0.11) 2 S = R1 601.73Total payments = Total obligations1601.73 + x = 865.80 + 6306.611601.73 + x = 7172.11 x = 7172.11 – 1601.73x = R5 570.38
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