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kathy jones

kathy j.

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Canada-based MNC, Wolverine Corp. currently has no existing business in New Zealand but is considering to establish a subsidiary there. The following information has been gathered to assess this project: 1) The initial investment required is NZ$50 million. Given the existing spot rate of C$0.5 per NZ$, the initial investment is C$25 million. In addition t this NZ$50 million for plant and equipment, NZ$20 million is needed for working capital and will be borrowed by the subsidiary from a New Zealand bank. 2) The project will be terminated at the end of Year 3, when the subsidiary will be sold. 3) The price, demand, and variable cost of the product in New Zealand are as follows: Year Price Demand Variable Cost 1 NZ$500 40,000 units NZ$30 2 NZ$511 50,000 units NZ$35 3 NZ$530 60,000 units NZ$40 4) The fixed costs, such as overhead expenses, are estimated to be NZ$6 million per year. The exchange rate of the NZ$ is expected to be C$0.52 at the end of Year 1, C$0.54 at the end of Year 2, and C$0.56 at the end of Year 3. 5) The New Zealand government will impose an income tax of 30% on income. In addition, it will impose a withholding tax of 10% on earnings remitted by the subsidiary. The Canadian federal government will allow a tax credit on the remitted earnings and will not impose any additional taxes. 6) All cash flows received by the subsidiary are to be sent to the parent at the end of each year. 7) The plant and equipment are depreciated over 10 years using the straight-line depreciation method. Since the plant and equipment are initially valued at NZ$50 million, the annual depreciation expense is NZ$5 million. 8) In 3 years, the subsidiary is to be sold. Wolverine expects to receive NZ$52 million after subtracting capital gains taxes. Assume that this amount is not subject to a withholding tax. 9) Wolverine requires a 20% rate of return on this project. The first year's net cash flow is ________________ to the project and ____________ to the parent, respectively. Question options: NZ$5.46 million; C$2.56 million NZ$10.46 million; C$4.89 million NZ$5.46 million; C$2.84 million NZ$10.46 million; C$5.44 million

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For the most part, Elinor likes the work that she does. But she lacks a certain degree of motivation because she feels that it has no task significance. What does Elinor want her job to provide? Impact on the lives or work of others The completion of an identifiable piece of work with a visible outcome Independence in scheduling the work and determining the procedures to use A variety of different activities, requiring the use of different skills and talents

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Human height is a multifactorial traits so the environment and genetics have big effects. The environmental effect is nutrition (think of all those milk ads!). An additive gene model influences the genetic effects. One model has three genes each with two alleles, an additive alleles (A, B, or C) or a neutral alleles (a, b, or c). We can assume that each additive allele adds 2 inches to the base height. Base height for chromosomal females is 5’ 0” while for chromosomal males it is 5’ 4” (this is due to the effect of androgens on bone development). A chromosomal female has the genotype AaBbcc. This means her height is _________. Their partner is a chromosomal male partner who has the genotype AABBCc. This means his height is __________. Draw out the Punnett Square for this cross. Remember that this is a trihybrid cross!

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Lucy and Henry each have $6002. Each knows that with 0.1 probability, they will lose 85% of their wealth. They both have the option of buying α units of insurance, with each unit costing $0.1. Each unit of insurance pays out $1 in the event the loss occurs. The cost of the insurance policy is paid regardless of whether the loss is incurred. Lucy's utility is given by uL(x)=x, Henry's utility is given by uH(x)=√x. (0.5 mark) What is Henry's utility maximising choice of α with the new price of 0.2? If more than 1 exist, enter the largest α.

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13. What is the correct order of reagents to achieve the following synthesis? EtO OEt HO A. NaOEt B. H$_3$O$^+$ C. H$_3$O$^+$, heat D. Ethyl chloride E. Propyl chloride F. Butyl chloride G. Pentyl chloride H. Hexyl chloride

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Find the volume of the solid generated when the region bounded by $y = 7x$ and $y = 21\sqrt{x}$ is revolved about the $x$-axis. Set up the integral that gives the volume of the solid. $ \int_0^{\Box} \Box \, dx $ (Type exact answers.) The volume of the solid is $\Box$ cubic units. (Type an exact answer.)

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Text: Solve using Circular Linked List, Templates in C++. #include "pch.h" #include "../" //include Header file here using namespace std; string Ids[]={"18i-8079","18i-8098","18i-4243","18i-8843"}; string cnic[]={"12345-1234567-1","12355-1034577-0","10045-1200567-1","10845-1200567-1"}; string join_date[]={"31/07/2017","15/08/2019","2/09/2015","2/12/2012"}; double salar[]={50000,30000,70000,100000}; double bonus[]={5000,0,10000,15000}; linkList<string, double> obj; TEST(insertEnd, T1){ for (int i = 0; i < 4; i++) { node<string,double> *temp=new node<string, double>; temp->id=Ids[i]; temp->cnic=cnic[i]; temp->joinDate=join_date[i]; temp->salary=salar[i]; temp->bonus=bonus[i]; obj.insertEnd(temp); } node<string,double>* head=obj.returnHead(); for (int i = 0; i < 4; i++) { EXPECT_EQ(temp->id,Ids[i]); EXPECT_EQ(temp->cnic,cnic[i]); EXPECT_EQ(temp->joinDate,join_date[i]); EXPECT_EQ( temp->salary,salar[i]); EXPECT_EQ(temp->bonus,bonus[i]); } } TEST(Search, T2){ node<string,double>* temp=obj.searchID("18i-4243"); EXPECT_EQ(temp->cnic,cnic[2]); EXPECT_EQ(temp->joinDate,join_date[2]); EXPECT_EQ( temp->salary,salar[2]); EXPECT_EQ(temp->bonus,bonus[2]); } TEST(MAxSalarNode, T3){ node<string,double>* temp=obj.MaxSalary(); EXPECT_EQ(temp->id,Ids[3]); EXPECT_EQ(temp->cnic,cnic[3]); EXPECT_EQ(temp->joinDate,join_date[3]); EXPECT_EQ( temp->salary,salar[3]); EXPECT_EQ(temp->bonus,bonus[3]); } TEST(updateSalary, T4){ obj.UpdateSalary("18i-8843",150000); EXPECT_EQ(150000,obj.GetSalary("18i-8843")); } TEST(remove, T5){ EXPECT_TRUE(obj.remove("18i-4243")); }

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(Note: on the test the question may have different dollar figures or may ask you to evaluate a change in policy in which the subsidies are withdrawn). Suppose the government provides a subsidy of $50 per day to all families with children, regardless of their employment status. Show the potential impact of this policy on both working and non-working moms. Explain fully.

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b. If the simple CAPM is valid, is the situation below possible? You need to provide explanation for it, just yes or no is not acceptable. Portfolio Expected return Beta Risk-free 10% 0 Market 18% 1.0 A 16% 1.5

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q Zero-coupon bonds do NOT have which type of risk for investors? Group of answer choices c) Credit Risk a) Reinvestment Risk e) Systematic Risk d) Unsystematic Risk b) Interest Rate Risk

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