ibudanish79

ibudanish79

Lv6

Royal Melbourne Institute of Technology (RMIT) University

3 Followers
1 Following
8 Helped
Graduate with many dream

ANSWERS

Published67

Subjects

History1Law1Management1English26Business1Science7Mechanical Engineering1Sociology1Nursing1Ethics2Information Technology2Algebra5Calculus2Biology3Statistics1Physics2Finance4Economics3Chemistry3
Answer:To find the value of g'(8), we first need to find the derivative of g(x...
Answer: 1. To find the resulting products, we need to balance the equation. St...
Answer: a. To find out how much phosphorus and hydrogen are produced, we need ...
Answer: Regan uses a synonym context clue for the meaning of the word hypocris...
Answer: Wells’ Farmland and the propaganda film both convey the message that t...

Let's start by solving for p and q using the given equations:

 

Given:

x = va(sinu + cosv)

y = va(cosu - sinv)

z = 1 + sin(u - v)

 

To find p and q, we need to eliminate u and v from the equations. Here's how we can do it:

 

1. Square both sides of the first equation:

x^2 = v^2a^2(sinu + cosv)^2

 

2. Square both sides of the second equation:

y^2 = v^2a^2(cosu - sinv)^2

 

3. Add the squared equations together:

x^2 + y^2 = v^2a^2(sinu + cosv)^2 + v^2a^2(cosu - sinv)^2

 

4. Expand and simplify the equation:

x^2 + y^2 = v^2a^2(sin^2u + 2sinucosv + cos^2v) + v^2a^2(cos^2u - 2sinvcosu + sin^2v)

 

5. Combine like terms:

x^2 + y^2 = v^2a^2(sin^2u + cos^2u + sin^2v + cos^2v) + 2v^2a^2(sinucosv - sinvcosu)

 

6. Simplify further using trigonometric identities:

x^2 + y^2 = v^2a^2 + 2v^2a^2(sin(u + v))

 

7. Now, let's look at the equation for z:

z = 1 + sin(u - v)

 

8. Square both sides of the equation:

z^2 = (1 + sin(u - v))^2

 

9. Expand and simplify the equation:

z^2 = 1 + 2sin(u - v) + sin^2(u - v)

 

10. Substitute the value of z from the original equation:

z^2 = 1 + 2sin(u - v) + sin^2(u - v)

 

11. Simplify further:

z^2 = 1 + 2sin(u - v) + (1 - cos^2(u - v))

 

12. Simplify even more:

z^2 = 2 - cos^2(u - v) + 2sin(u - v)

 

13. Rearrange the equation:

cos^2(u - v) = 2 - z^2 - 2sin(u - v)

 

14. Substitute the value of sin(u - v) from the equation derived in step 6:

cos^2(u - v) = 2 - z^2 - 2v^2a^2

 

15. Take the square root of both sides:

cos(u - v) = ±√(2 - z^2 - 2v^2a^2)

 

16. Now, let's find sin(u - v) using the equation derived in step 6:

sin(u - v) = (x^2 + y^2 - v^2a^2) / (2va^2)

 

17. Substitute the values of cos(u - v) and sin(u - v) into the equation for x:

x = va(sinu + cosv)

 

18. Substitute the values of sin(u - v) and cos(u - v) into the equation for y:

y = va(cosu - sinv)

 

19. Simplify the equations further and solve for p and q:

p = arcsin((x - y) / (2va))

q = arccos((x + y) / (2va))

 

These are the values of p and q based on the given equations. Please note that there may be other solutions or constraints depending on the specific values of x, y, z, v, and a.

Answer: To find p and q, we need to eliminate u and v from the equations. Here...
Answer:Bloatware, in the context of mobile phones, refers to pre-installed sof...
Answer: To find the percent yield, we need to divide the mass of the product (...
Answer:The composition of the vapor just above the surface of the liquid is no...
Answer: The most demanding work of Shakespeare is often considered to be "Haml...

7) The time it takes for a statistics professor to grade an exam is normally distributed with a mean of 9.7 minutes and a standard devation of 1.9 minutes. There are 50 students in the professor's class. What is the probabilty that more than 8 hours are needed to grade all of the exams? (Report your answer to 4 decimal places.)

8) The daily productivity of a factory worker is normally distributed with a mean of 100 units and a standard deviation of 22 units. What is the probability that  the average number of units produced in one day by 9 randomly selected workers is less than 90 units? (Report your answer to 4 decimal places.)

9) A coffee shop in a large office building provides coffee for the occupants in the building. The coffee shop manager has determined that the mean number of cups of coffee an employee consumes in a day is 2 with a standard deviation of 0.9. A new business that has located in the building intends to have 150 new employees. What is the probability that the new employees will consume more than 285 cups of coffee per day? (Report your answer to 4 decimal places.)

10) The number of hamburgers consumed per month by undergraduate students is normally distributed with a mean of 8.5 and a standard deviation of 1.75. What is the probability that in a random sample of 28 students more than 231 hamburgers are consumed? (report your answer as a decimal to 4 decimal places) 

 

11) A pharmaceutical manufacturer of aspirin claims that the proportion of headache sufferers who get relieve with two aspirins is 66%. What is the probability that in a random sample of 250 headache sufferers, more than 70% obtain relief? (Report your answer to 4 decimal places.)

12) Using the aspirin problem above, what if the probability if the sample is increased to 1000? (Report your answer to 4 decimal places.)

please explain how to do this in excel along with the answers.

Answer: 7) To solve this problem, we can use the normal distribution. Let X be...
  1. Short Response1.Use the All-Item Consumer Price Index on the Statistics Canada website (baseyear=2002) to respond to the following questions. Specifically look at Table 18-10-005-01.1Assume that all prices are provided in Canadian dollars, and show your work.(5%each)(a) In 1955, a two-story detached house, with a large lot, in downtown Toronto (DavisvilleVillage) sold for$30,000. How much is this in 2020 dollars?(b) In 1954, the average family income in Canada was$4,136. How much is this in 2020dollars?(c) You manage a Toronto hedge fund from 2000 to 2010. Over this period of time, youmake your clients a 10% return on their money. For example, someone who invested$100,000 with you in 2000 has$110,000 in 2010. Is this performance good, when adjustedforinflation?(d) In 2002, the average spot price of silver was$4.60. In 2020, the average spot pricehad risen to$20.69. By how much percent has the price of silver risen from 2002 to2020, when adjusted for inflation?2(e) In 1950, an expensive date cost$10. How much would this be in 2020 dollars?(f) Boomers often complain about Zoomers and Millennials being spoiled and lazy. Atypical Boomer may say something like, “When I was in university, my summer job paidfor the tuition.” In 1975, Canadian tuition was$551. How much is this in 2020 dollars?1See here:              
  2.  2.In the future, “you will own nothing and you will be happy.”Jack is a lowly office worker in 2030, and represents the typical consumer. He onlyspends his money on three items: his daily food cube (which provides all of the necessarymacronutrients and calories for the day in the palm of your hand!), Uber rides, and renton his 250 square foot apartment (which is sometimes used as a meeting space and lovehotel).Jack’s annual consumption is 365 food cubes, 600 Uber rides, and 12 rental payments.Let2029be the base year, and assume that the CPI for 2030 is 150.Year Price of Food Cube Price of Uber Ride Price of Rental Payment2030$15$30$6652031$20$40$1,0002032$25$40$3,3302033$30$35$10,000(a) Calculate the CPI for 2031, 2032, and 2033. Show your work.(15%)(b) Now let 2030 be the base year. Calculate the CPI for 2031, 2032, and 2033. Showyour work.(15%)3.Suppose that the United States and Canada both use a gold standard, so that eachunit of currency is backed by a fixed amount of gold. This means, in practical terms,that whenever someone goes to the bank or a government exchange window, that theycan demand gold in exchange for their cash.Briefly explain how this would affect each of the following situations.(5% each)(a) The exchange rate between Canada and the United States (i.e. how many Canadiandollars can be exchanged for an American dollar).(b) Inflation in the United States over the long-term.(c) Long-term business planning in Canada.(d) Saving decisions in the United States.4.In each of the following cases, explain clearly how the CPI might misrepresent changesin consumer prices (Commodity substitution bias, Introduction of new goods, or Un-measured quality changes). In each case, speculate as to whether CPI overstates orunderstates consumer expenses.(5% each)(a) By 1990, expensive personal computers became a common expenditure in consumers’baskets. However, some governments were still calculating the consumer’s basket usinga 1975 survey.(b) Between 2007 and 2015, there were significant improvements in smartphones.(c) Compared to 1970, households in 2015 took more vacations.(d) Food quality has deteriorated over time, even as consumers purchase the sameamount.5.Is each of the following situations an example of structural, frictional, or cyclicalunemployment? You do not need to explain your answer. (2% each)2            
  3.  (a) All nations of the world enact strict anti-pornography laws,3causing a permanentreduction in demand for OnlyFans.(b) In the spring and summer, university graduates enter the labour force to seek work.(c) Robot physicians, programmed with medical guidelines, replace human physicians.(d) The 2008 financial crisis led to massive layoffs in the financial industry.(e) A number of Chad doctors, lawyers, and professors quit their jobs to seek work inagriculture.46.Use the data below to answer the ensuing questions. Show your work. (5% each)Item ValueUnemployment Rate 10%Labour Force Participation Rate 70%Not in Labour Force 300,000 persons(a) How many people are in the labour force?(b) How many people are unemployed?(c) What is the total adult population in this economy?
Answer: 1. (a) To convert the 1955 house price to 2020 dollars, we need to div...
Answer:Representative A: Sales violations occurred due to the representative's...
Answer: The curve we be elastic
Answer: The radiotelemetry and other technology (GPS transmitters, acceleromet...
Answer: A noun refers to a person, place, things or item, events, substance or...
Answer: 15/17 + 8/17i
Answer: 0.96+0.28i
Answer: 41/13 + 3i/13
Answer: C. 4 seasonsStep-by-step explanation:encompass 3 months each year: Win...
Answer: 47(fraction 61)-32i(fraction61)Step-by-step explanation:(7+2i)x(5-6i)f...
Answer:To connect a computer or device to a local area network (LAN) , several...
Answer: C . Pectorals
Answer: C

Name that System

Overview:
In this assignment you will review the hierarchy of an organism and the systems of the body. You will choose one system in the body and complete a chart listing the different parts for each level of organization within this system. After completing the chart, you will answer some discussion questions about your chosen system.
 
Background Information:
The hierarchy of an organism describes the levels of organization within an organism. These levels of organization are defined by the size and complexity of their parts from smallest to largest. The smallest level of organization of living organisms is a cell. A cell is the most basic unit of structure and function. Cells combine to create tissues. There are 4 types of tissues that make up all of the body:
  • Epithelial tissue forms the interior and exterior surfaces of the body. It creates surfaces for protection, absorption, and excretion.
  • Muscular tissue makes up the organs that have voluntary and involuntary functions and forms the organs responsible for movement.
  • Connective tissue forms binding, supporting, and transporting structures and usually contains collagen for strength.
  • Nervous tissue is made of neurons and glial cells that transport nerve impulses across the body.

Multiple types of tissues work together to create organs that carry out a specific function within the body. When multiple organs and their functions interact, they form an organ system. All of the organs within an organ system work toward a common function, such as digestion or respiration. Many organ systems then work together to create a functioning organism, such as a human. There are 11 organ systems within a human and each system plays a crucial role in the body. The names of each system are listed below.
Remember: The hierarchy of an organism starts with cells, then tissues, then organs, then organ systems, and then the organism.
 
Assignment:
On your own sheet of paper, draw and fill out the chart below and then answer the discussion questions.
 
Discussion Questions:
1. What system did you choose? What is the purpose of this system?
2. What are some of the different functions of this system?
3. Where could each tissue type be found? Give an example of each tissue type and where it can be found in the system you chose.
4. Why is this system important to the body?
 
Submission:
You will submit a completed chart and answers to the discussion questions written in complete sentences. You will be graded based on the rubric on the following page.
 
 
 
 
 
 
Answer: Cells:The cells of the cardiovascular system include endothelial cells...
Answer: No we cant regards todays trends cause today trends are the baseline f...
Answer: Biotech healthcare is going through what every other emerging scientif...
Answer:The monochromatic X-ray source isshowed quite a few types of different ...
Answer: The answer is B
Answer: Name: MARLYN ABDULLAHOrganization you are working at: PUTRA MEDICAL CE...
Answer: The policies review or rewriting should be done at least once a year b...
Answer: Step-by-step explanation: Heat Capacity Heat capacity (usually denoted...
State the elements for the case that limit the ways in which a contract may be...
Answer: Food Delivery, Tutoring Business, App Creation Explanation: In order t...
Answer: The answer is A
Answer: The other competitors will have a chance for a place in the fast food ...

“It’s saying you must include each of the following: nonconformist” Can someone please do this for me fix it up and btw thank you a lot

When we think of nonconformity, to me this is a state of being In which an individual has a since of pride and pose about themselves. This cannot be confused with being conceited, but modest a form of modesty that brings assurance and clarity to decision and actions. While reading ralph waldo emerson essay "Self-Reliance" । began to believe that what he dems as nonconformity would be known as today "Independence" this form of Independence is really focused on one's ability to detach themselves from their surroundings, people, situation and relationships. In this life, we are taught many things that are given labels but no one really question those labels as to why they are there. The idea of thinking outside of the box is frowned upon and what we heard many times in elementary school " work the problem exactly how you see it in the back book, there is only one way to solve this problem" in which to some appeared to be foreign to this idea and created multiply ways to present answers. The Idea of nonconformity to me appears to be very important because I believe people need to have this form of comfortability and freedom to grow an never be shaped or sculpted into the liking of someone else. I believe nonconformity is the very thing that enables an individual to be human and express those feeling, lifestyles and liberties. I also realized while reading Emerson's essay that one should not yield oneself to other people who wish to control them and take from us our power. This gives that individual power which can stunt one's growth in spirit, my mind and body. We should look and strive to be different never desiring to be like others for we are who we are. We are human in our own right.

Answer: Nonconformity, to me, is a condition of being in which one has a sense...
Answer: The answer is B
Answer: IV. when the displacement is maximum.
Answer: Entrepreneurial education and training provides individuals with the a...

Weekly leaderboard

Start filling in the gaps now
Log in