If a cell gets too large, will the surface area of the plasma membrane become too small to take in nutrients for the rest of the cell?
i have my friend's case. he made before 1 year. and i want to use that for this semester. its 4 pages. but my problem is i cant submit that ,its plagiarism. so ur job is rewrite the case whith change every sentence and new reference to be 0 plagiarism
You have been chosen to consult for your local girl scout troop with regards to cookie sales Currently cookies sell for $8 a box (let’s assume they are all the same price) and cost $2 per box to produce The price-deman function looks as follows: Demand per customer = 35 – 25*Price
The $8 price is the profit optimizing price for the current sales model of $8 per box Determine the following:
What is the profit per customer currently?
What would the profit per customer be if you introduced a two part tariff, where by you charge a fixed cost to the customer to place an order and then a separate price per box?
1.What is the difference between fallacies that mislead and fallacies that do not provide adequate support for conclusions? 2.What should a critical thinker do when the meaning of a word is not clear? 3.Think about the statement: “You can tell the ideals of a nation by its advertisements.” Consider values, roles of men and women, the view of the elderly, the importance of technology, and the use of time and space. Support your position with at least three examples. 4.Define points of logical vulnerability, using an example. 5.What are the six steps of the collaborative problem-solving method?
Task 1 – Learning Outcome 1.1
Determine power series values for common scientific and engineering functions Obtainthe Maclaurin series for the following functions. State the values of the x which the series converge.
cos x/3
ln?(1+x^2)
Task 2 – Learning Outcome 1.2
Solve ordinary differential equations using power series methods. Solve the following ordinary differential equation using Maclaurin series. Task 3 – Learning Outcome 1.3
Solve ordinary differential equations using numerical methods. Use the Euler and the improved Euler methods and comment on the two results. Use the step size shown to advance four steps from the given initial condition with the given differential equation: dV/dt=Vt v(0)=1,h=0.1 Use the Runge-Kutta method with the step size shown to advance four steps from the given initial condition with the given differential equation: dV/dt=t+2V V(0)=1,h=0.1 Write a conclusion on the accuracy and the validity of the above methods used (for Distinction Only) Task 4 – Learning Outcome 1.4
Model engineering situation, formulate differential equations and determine solutions to these equations using power series and numerical methods. During the manufacture of steel component it is often necessary to quench them in a large bath of liquid in order to cool them down. This reduces the temperature of the components to the temperature of the liquid. If T is the temperature of the component in excess of the liquid temperature, the rate of change of the component temperature proportion to the temperature of the component. Take the proportional constant as K. K depends upon the volume and surface area of the component, its specific heat capacity, and the heat transfer coefficient between the component and the liquid. Formulate a differential equation for the above engineering situation Determine a solution for the formulated formula using numerical method and power series, the initial condition that at t=0 the temperature excess is 2500C. Task 5 – Learning Outcome 3.1
Determine Fourier coefficients and represent periodic functions as infinite series. Find the Fourier coefficients of the following equation and write the function as infinite series. f(t)={¦(t&when 0Sketch a graph of the function within and outside of the given range, assuming the period is2p.
Task 6 – Learning Outcome 3.2
Apply Fourier series approach to the exponential form and model of phasor behaviour. Determine the complex Fourier series for the function defined by: f(t)=[¦( 0 -3=t=-1@4 -1=t=2@0 2=t=4)¦ The function is a periodic outside the range of period 7 Task 7 – Learning Outcome 3.3 and 3.4
Apply Fourier series to the analysis of engineering problem Use numerical integration methods to determine Fourier coefficients from tabulated data and solve engineering problems using numerical harmonic analysis In engineering wave analysis, the values of voltage over a complete cycle of a waveform are shown in the table below: Angle (?)
(Degree) Voltage V
(Volts)
0 0
30 -1.4
60 6.0
90 12.5
120 16.0
150 16.5
180 15.0
210 12.5
240 6.50
270 -4.00
300 -7.00
330 -7.50 Use a tabular method to determine the Fourier series for the waveform.
QUESTION 1
1.1 Pick a food/drink you enjoy and record the utils you would give for each repetitive helping of
that food item in one sitting.
1.2 Create a table and then plot a graph to show the total plus marginal utils for your product.
1.2.1 Table (5)
1.2.2 Graph (5)
[10]
QUESTION 2
Conduct research on the prices of coffee and tea. Use your research to discuss the following:
2.1.1 The absolute price of coffee. (1)
2.1.2 The absolute price of tea. (Use number of servings to compare). (1)
2.1.3 The relative price of coffee and tea in terms of percentage. (2)
2.1.4 The nature of the demand relationship between coffee and tea. (2)
2.1.5 The graphical illustration of the effect of an increase in the price of coffee
on the demand for tea. (4)
[10]
QUESTION 3
Conduct research on SAA. Use your research to discuss the following:
3.1.1 The market structure. (4)
3.1.2 The reasons why SAA has this market structure. (4)
3.1.3 The effect of this market structure on consumers. (4)
3.1.4 The type of profit made by SAA. (2)
3.1.5 A graphical representation of the effect on a business’s profit maximisation, using
Average Revenue and Average Cost curves, when SAA increases the price it charges for
domestic trips. (4)
3.1.6 Attach a recent newspaper article about problems experienced by SAA
Attachments:
In 250 words discuss why play is important for children in preschool and kindergarten. Explain how you will incorporate at least 3 types of play into your daily schedule.
Need a to have at least one citation
Given these assumptions, show that the prior probability distribution of dn is
(mnemonic: when Gaussians multiply, precisions add).
To start with, let”s evaluate the expected utility if we do no prospecting (i.e., choose the site immediately); then we”ll evaluate the expected utility if we first prospect at one site and then make our choice. From these two results we will be able to decide whether to prospect once or zero times, and, if we prospect once, at which site. So, first we consider the expected utility without any prospecting.
For the first component of your course project, select a case study and a theory. Your first task in this assignment is to review the three case studies from the Case Study Treatment Plan media, centered on Levi, Tommy, and Hofsa. Select one of these case studies to use for your course project. Then, choose a theoretical framework you think is appropriate to the case; you will later analyze the case using your chosen theory.
In this assignment, develop a picture of who you believe this individual to be. Consider his or her salient characteristics, traits, resources, and barriers. Together, how do all of these facets impact his or her behavior and response to the situation presented in the case study?
Here is the cased study:Levi is a 35-year-old man who is HIV positive. He works as an auto mechanic. Since learning that he was HIV positive 10 years ago, Levi has been on medications that have stopped the progression to AIDS, and Levi is fairly healthy. However, the emotional toll has been much more serious. Levi has withdrawn from most social interactions. He has not told anyone in his family, and has fallen away from most of his friends. He has been able to obtain a variety of medications for anxiety, and often takes more than the prescribed dosage. In addition, he has had a cocaine habit that he views as his one area of excitement in life. His pattern of use is on weekends, or sometimes as a pick-me-up to get to work. He tends to use the anti-anxiety medications in the evening to help him relax and sleep. He sees his life slipping away in what has come to feel like an increasingly empty lifestyle. He calls a counselor to talk about his problems.
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