In the aftermath of the global COVID-19 crisis, Canadian Government rans unprecedented budget deficits, yet interest rates in Canada fell sharply, and stayed low for quite some time.

4. Does this make sense? Explain why, or why not.

Use the Aggregate Demand-Aggregate Supply Model to illustrate what happens to US output and the price level in both the short-run and the long-run for each of the following. Begin with a long-run equilibrium, and use a separate graph for each.

a. There is a decrease in expected income in the future

b. A major oil spill causes the price of oil to suddenly double

c. There is an economic boom in Canada, which is a major trading partner of the US

d. Labor costs fall dramatically throughout the US due to decreased union membership nationwide

e. Cell phones are banned in the workplace nationwide and productivity increases as a result

f. The value of the dollar increases

The primary focus of natural resource economics is to develop policies for harvesting or extracting natural resources that

Multiple Choice

• maximize the net benefits from doing so.

• maximize the positive externalities of doing so.

• minimize the negative externalities of doing so.

• minimize the net costs from doing so.

Of 200 girls 165 wanted to go to hill station for weekend. And of 210 186 boys preferred hill station. Using the .10 level of significance, can we conclude that there is a significant difference in the proportion of girls and the proportion of boys who preferred hill station?

(a) State the null hypothesis and the alternative hypothesis.

(b) What is the probability of a Type I error?

(c) Is this a one-tailed or a two-tailed test?

(d) What is the decision rule?

(e)What is the value of the test statistic?

(f)What is your decision regarding the null hypothesis?

(g) What is the p-value? Explain what it means in terms of this problem.

Cane Company manufactures two products called Alpha and Beta that sell for $240 and $162, respectively. Each product uses only one type of raw material that costs $5 per pound. The company has the capacity to annually produce 131,000 units of each product. Its unit costs for each product at this level of activity are given below:

	Alpha				Beta
Direct materials		$	35			$	15
Direct labor			48				23
Variable manufacturing overhead			27				25
Traceable fixed manufacturing overhead			35				38
Variable selling expenses			32				28
Common fixed expenses			35				30
Total cost per unit		$	212			$	159

The company considers its traceable fixed manufacturing overhead to be avoidable, whereas its common fixed expenses are deemed unavoidable and have been allocated to products based on sales dollars.

6.

Assume that Cane normally produces and sells 110,000 Betas per year. If Cane discontinues the Beta product line, how much will profits increase or decrease? 8. Assume that Cane normally produces and sells 80,000 Betas and 100,000 Alphas per year. If Cane discontinues the Beta product line, its sales representatives could increase sales of Alpha by 13,000 units. If Cane discontinues the Beta product line, how much would profits increase or decrease? 9. Assume that Cane expects to produce and sell 100,000 Alphas during the current year. A supplier has offered to manufacture and deliver 100,000 Alphas to Cane for a price of $160 per unit. If Cane buys 100,000 units from the supplier instead of making those units, how much will profits increase or decrease? 10. Assume that Cane expects to produce and sell 75,000 Alphas during the current year. A supplier has offered to manufacture and deliver 75,000 Alphas to Cane for a price of $160 per unit. If Cane buys 75,000 units from the supplier instead of making those units, how much will profits increase or decrease?

Locate the results of a recent survey that shows at least two variables in a newspaper, magazine, or Internet article. Outline the survey data so that your peers can understand the variables and results, and then identify at least one key statistical formula that you could use to evaluate the data. Provide a brief explanation of why you selected the formula you did and why it matters.

Consider a particle in an infinite square well, but instead of having the well from 0 to L as we have done in the past, it is now centered at 0 and the walls are at x = −L/2 and x = L/2.

(a) Draw the first four energy eigenstates of this well.

(b) Write the eigenfunctions for each of these eigenstates.

(c) What are the energy eigenvalues for this system?

(d) Can you find a general expression for the energy eigenstates for this well? (Hint: you should have a different form for even and odd solutions) (e) If instead, the well were from x = −L to x = L, how would these expressions change? Would the energy eigenvalues change? (And if so, how?)

Does your organization have a wage gap problem? What can we do as a society to change this? Do you believe this has improved over the past ten years? How and why? Is this issue important to you? How do you see this issue evolving in the future?

All responses must be a minimum of 300 words. Students can copy and paste their responses in the textbox or submit their responses as attachments. A maximum of 20 points can be earned from the completion of this assignment.

https://www.businessnewsdaily.com/10862-wage-gap-problem.html

All responses must be made by June 17, 2018.

AFN equation Broussard Skateboard's sales are expected to increase by 25% from $7.6 million in 2016 to $9.50 million in 2017. Its assets totaled $3 million at the end of 2016. Broussard is already at full capacity, so its assets must grow at the same rate as projected sales. At the end of 2016, current liabilities were $1.4 million, consisting of $450,000 of accounts payable, $500,000 of notes payable, and $450,000 of accruals. The after-tax profit margin is forecasted to be 6%, and the forecasted payout ratio is 70%. Use the AFN equation to forecast Broussard's additional funds needed for the coming year. Round your answer to the nearest dollar. Do not round intermediate calculations

Please help me!

A consumer preference study compares the effects of three different bottle designs (A, B, and C) on sales of a popular fabric softener. A completely randomized design is employed. Specifically, 15 supermarkets of equal sales potential are selected, and 5 of these supermarkets are randomly assigned to each bottle design. The number of bottles sold in 24 hours at each supermarket is recorded. The data obtained are displayed in the following table.

Bottle Design Study Data
A			B			C
	15			32			20
	13			32			26
	14			32			24
	19			35			26
	16			35			25

  

The Excel output of a one-way ANOVA of the Bottle Design Study Data is shown below.

SUMMARY
Groups	Count	Sum	Average	Variance
Design A	5	77	15.4	5.3
Design B	5	166	33.2	2.7
Design C	5	121	24.2	6.2

ANOVA
Source of Variation	SS	df	MS	F	P-Value	F crit
Between Groups	792.1333	2	396.0667	83.68	3.23E-06	3.88529
Within Groups	56.8	12.0	4.7333
Total	848.9333	14

(a) Test the null hypothesis that μ_A, μ_B, and μ_C are equal by setting α = .05. Based on this test, can we conclude that bottle designs A, B, and C have different effects on mean daily sales? (Round your answers to 2 decimal places. Leave no cells blank - be certain to enter "0" wherever required.)

F
p-value

  (Click to select)   Do not reject   Reject   H₀: bottle design   (Click to select)   does not   does  have an impact on sales.

(b) Consider the pairwise differences μ_B – μ_A, μ_C – μ_A , and μ_C – μ_B. Find a point estimate of and a Tukey simultaneous 95 percent confidence interval for each pairwise difference. Interpret the results in practical terms. Which bottle design maximizes mean daily sales? (Round your answers to 2 decimal places. Negative amounts should be indicated by a minus sign.)

Point estimate Confidence interval

μB –μA:  , [   ,  ]

μC –μA:  , [   ,  ]

μC –μB:  , [   ,  ]

Bottle design   (Click to select)   B   A   C   maximizes sales.

(c) Find a 95 percent confidence interval for each of the treatment means μ_A, μ_B, and μ_C. Interpret these intervals. (Round your answers to 2 decimal places. Negative amounts should be indicated by a minus sign.)

Confidence interval

μA: [   ,  ]

μB: [   ,  ]

μC: [   ,  ]

One year​ ago, your company purchased a machine used in manufacturing for

$ 115,000

You have learned that a new machine is available that offers many advantages and you can purchase it for

$ 160,000

today. It will be depreciated on a​ straight-line basis over 10 years and has no salvage value. You expect that the new machine will produce a gross margin​ (revenues minus operating expenses other than​ depreciation) of

$ 50,000

per year for the next 10 years. The current machine is expected to produce a gross margin of

$ 25,000

per year. The current machine is being depreciated on a​ straight-line basis over a useful life of 11​ years, and has no salvage​ value, so depreciation expense for the current machine is

$10,455

per year. The market value today of the current machine is

$45,000.

Your​ company's tax rate is

38%​,

and the opportunity cost of capital for this type of equipment is

10%.

Should your company replace its​ year-old machine?

Data Table 2. Reviewing Compounds.

#1
Compound Name	Compound Name
Are #1 geometric isomers, structural isomers, or not isomers?
#2
Compound Name	Compound Name
Are #2 geometric isomers, structural isomers, or not isomers?
#3
Compound Name	Compound Name
Are #3 geometric isomers, structural isomers, or not isomers?

Data Table 3. Benzene.

Question	Answer
What is the molecular geometry of the carbons in benzene?
Structural formula of methylbenzene
Structural formula of 1-propyne

Data Table 4. Alcohols.

Question	Answer
Structural formula of 1-propanol
Why is oxygen represented with a “bent” structure?
Structural formula of 2-propanol

Data Table 5. Ethers, Aldehydes, and Ketones.

Question	Answer
Structural formula of dimethyl ether
What is the relationship that exists between ethanol (C2H6O) and dimethyl ether (C2H6O)?
Structural formula of methanal
Molecular geometry of the aldehyde
Structural formula of 2-propanone
What is the relationship between propanal and propanone?

Data Table 6. Carboxylic Acids and Amines.

Question	Answer
Structural formula of ethanoic acid
Structural formula of benzoic acid
Structural formula of methylamine

Questions

Describe the difference between an aldehyde and a ketone.

The pale pink color of the titration solution at the end point will fade to colorless after several minutes when exposed to the atmosphere. Account for this color change.

1.Consider the following spot rate curve:

• 6-month spot rate: 7%.
• 12-month spot rate: 11%.
• 18-month spot rate: 14%.

What is the forward rate for a 6-month zero coupon bond issued one year from today? Equivalently, the question asks for f₁², where 1 time period consists of 6 months. Remember, like spot rates, forward rates are expressed as bond-equivalent yields.

Round your answer to 4 decimal places. For example if your answer is 3.205%, then please write down 0.0321.

2. Consider the following spot rate curve:

• 6-month spot rate: 8%.
• 12-month spot rate: 10%.
• 18-month spot rate: 14%.

What is the forward rate for a one-year zero coupon bond issued 6 months from today? Equivalently, the question asks for f₂¹, where 1 time period consists of 6 months.

Assume semi-annual compounding. Round your answer to 4 decimal places. For example if your answer is 3.205%, then please write down 0.0321.

Assume semi-annual compounding. Round your answer to 4 decimal places. For example if your answer is 3.205%, then please write down 0.0321.

The township has conducted a survey of its 100 residents to determine their willingness to pay for investments to improve groundwater quality. It was found that all residents have identical preferences. The marginal willingness to pay for water quality by each individual is estimated to be: MWTP = 25 - 5Q, where MWTP stands for marginal willingness to pay in dollars and Q is a measure of water quality. The marginal cost of water quality is estimated to be MC = 750Q, where MC is in dollars.

a) What is the equation for the aggregate MWTP for water quality for Cremona?

b) What is the efficient quality of water quality? Briefly explain why is this considered the efficient quantity?

c) Currently Q =0. What is the total benefit to households of moving from Q=0 to the efficient level of water quality? Describe your calculations.

d) What is the total cost of supplying the efficient level of water quality? Describe your calculations.

e) What is the net economic surplus from supplying the efficient level of water quality?

f) What is the efficient price that should be charged to each of the 100 rural residents for each unit of improved water quality? Briefly explain your logic.