Say a student leaves her job for a year to attend college. The job pays 20,000 a year. After returning to work with the extra training her wage increases by 20% and she stays employed for 10 years and wages remain unchanged. The cost of the course was 500 and the discount rate is 5% per year. What is the net present value of the extra income the student will earn from going to college over her lifetime? -10,000 10,387 9,456 8,765 5%

Say a student leaves her job for a year to attend college. The job pays 20,000 a year. After returning to work with the extra training her wage increases by 20% and she stays employed for 10 years and wages remain unchanged. The cost of the course was 500 and the discount rate is 5% per year. What is the net present value of the extra income the student will earn from going to college over her lifetime? -10,000 10,387 9,456 8,765 5%

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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A woman has a total of $8,000 to invest. She invests part of the money in an account that pays 5% per year and the rest in an account that pays 11% per year. If the interest earned in the first year is $460, how much did she invest in each account? account paying 5% $________ account paying 11% $___________
--you live in the mobile home for four years, but your roommate also pays you $3,000 a year, paid to you at the beginning of each year. The cost of the mobile home is $15,000, paid immediately. At the end of four years, you can sell the mobile home for $9,000. You have no maintenance on the home because you were such a smart manager Using Present Value, what is the cost of your college housing (positive or negative), assuming an interest rate of 8%?
An engineer changed jobs and is signing up for benefits. The company 401(k) includes a low cost treasury bond fund. The engineer will put 3% of her salary of $70,000 into the account, and her employer will match half this amount. Her salary is expected to increase 2.8% per year. (a) What is the value of the account after 10 years? (b) If she expects to work for 30 years, how much will be in the account?
Q1: An engineering graduate plans to buy a home. She has been advised that her monthly house and property tax payment should not exceed 34% of her disposable monthly income. After researching the market, she determines she can obtain a 25-year home loan for 6.95% annual interest per year, compounded monthly. Her monthly property tax payment will be approximately $175. What is the maximum amount she can pay for a house if her disposable monthly income is $2400?
You have two job offers with the following 6-year compensation terms: the first one offers you $80,000 a year for 6 years; the other one offers you a signing bonus of $15,000 plus $50,000 a year for the first 4 years and then 60,000 a year for the last two years. Assume that the appropriate discount rate is 12% and there are no taxes. a. How much would you lose in present value if you accepted the second offer? b. Propose a change to the second offer that would make you indifferent between the two offers.
Judi Pendergrass is an account representative at Ever Pharmaceuticals. She has a company car for customer visits, which she uses to commute from home to work on Monday mornings and work to home on Friday nights, 50 weeks per year. Her commute is 23 miles each direction. Required:Using the commuting rule, what is the valuation of the fringe benefit? Value of fringe benefit
Suppose people can live in two periods. In the first period people are young and they work. Each earns $20,000, and the payroll tax is 10%. In the second period, people are old and they retire. Retirees rely on social security benefits. The social security system is a combination of a funded pension and an unfunded investment, and the interest rate is 4%. People get the investment back when they retire. For the unfunded part, 50% of the payroll tax collected from young workers are paid to retirees immediately. In each period, the number of people grows by 5%, and the wage grows by 5%. In period 1 there are 100 young workers (first generation). In period 2, the first generation can get benefits from the social security program. Question: compute the benefit that a retiree of the first generation can get in period 2.
Linda's salary is $49000 a year. As a part of it's incentive program the company decides to give her a raise of $1000 every year. What is the discounted value of her income for the next 11 years at j₁ = 6.2%? To keep things simple, assume Linda is paid her entire salary at the end of each year. Answer: $
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Consider a person who begins contributing to a retirement plan at age 25 and contributes for 40 years until retirement at age 65. For the first 10 years, she contributes $260 per month. She increases the contribution rate to $426.67 per month in years 11 through 20. This is followed by increases to $843.33 per month in years 21 through 30 and to $1,260 per month for the last 10 years. This money earns a 9 percent return. First compute the value of the retirement plan when she turns age 65. Compute the monthly payment she would receive over the next 40 years if the wealth was converted to an annuity payment at 6 percent.
The minimum wage in Mississippi of $725 per hour and you work 50 weeks a year, 40 hours each week. How much will you get in gross wages for that whole entire year of working full time all but 2 weeks (off for travel, sickness, holidays, and vacation)? a. about $45,000 b. about $14,500 c. about $16,500 d. about $30,000 e. about $25,000

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