Problem Set 3 1. Louise McIntyre’s monthly gross income is $2‚000. Her employer withholds $400 in federal‚ state‚ and local income taxes and $160 in Social Security taxes per month. Louise contributes $80 per month for her IRA. Her monthly credit payments for VISA‚ MasterCard‚ and Discover card are $35‚ $30‚ and $20‚ respectively. Her monthly payment on an automobile loan is $285. What is Louise’s debt payments-to-income ratio? Is Louise living within her means? Louise’s Gross Income | =
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Econ 122B Problem Set 3 Name(Print)______________________ Due in class on March 3 UCI ID____________________________ 1. In class‚ we have talked about the following simple wage equation wage female u ‚ where female is a dummy that is equal to 1 if female‚ and 0 otherwise. Given the OLS estimates ˆ and ˆ for the above model‚ what are the OLS estimates for a model with a
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Problem Set #2 Ec 370 Summer‚ 2013 Michigan State University M. Naretta 1. Another popular sport on SASN is One-out‚ Two-base baseball. In this sport there are‚ obviously‚ two bases: home and 2nd. The batter hits the ball and runs to 2nd. If he or she (it’s a co-ed sport) gets a hit‚ then the batter is on second. If it’s an out‚ then the inning is over and the other team gets to bat. Suppose that it’s a hit. Then the next batter bats with a runner on 2nd base. If that
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Chapter 12 ********** 22‚ 32‚ 40 Evan Lee Turner #22 Random samples of five were selected from each of three populations. The sum of squares total was 100. The sum of squares due to the treatments was 40. a. Set up the null hypothesis and the alternate hypothesis. b. What is the decision rule? Use the .05 significance level. c. Complete the ANOVA table. What is the value of F? d. What is your decision regarding the null hypothesis?
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A-3 (Coverage ratio) The firm in the two preceding problems also had $6 million of principal repayments during the latest 12 months. Its marginal tax rate is 40%. Calculate the debt service coverage ratio. Debt-Service Coverage Ratio = (EBIT + 1/3 Rentals) / (Interest Expense + 1/3 Rentals + Principal Repayments / (1 - T)) = ($30 + $15 / 3) / ($10 + $15 / 3 + $6 / (1 - 0.40)) = 1.40 A-4 (WACC with rebalancing) Nathan’s Catering is a gourmet catering service located in Southampton‚ New York
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4.7 in January 1998. The Kuala Lumpur equity index fell from approximately 1000 to 300 and non-performing loans in the banking sector climbed to over 12 percent. Unlike most crises in developing countries‚ Malaysia did not have a short-term debt problem‚ experienced no excessive capital outflow‚ and was never forced to drastically deplete Central Bank reserves. Instead‚ the main reason for the steep decline in the ringgit was currency speculation in the offshore market located in Singapore. The
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One: (10 points) Tom leases a farmer’s field and grows pineapples. Tom hires students to pick and pack the pineapples. The following table sets out Tom’s total product schedule. Labor (students) Total Products (pineapples/per day) 0 0 1 100 2 220 3 300 4 360 5 400 6 420 7 430 1. Calculate the marginal product of the third student; 2. Calculate the average product of three students; 3. Over what numbers of students does marginal product increase? 4. When marginal
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9.2) A company is using a carrier to deliver goods to a major customer. The annual demand is $2‚500‚000‚ and the average transit time is 10 days. Another carrier promises to deliver in 7 days. What is the reduction in transit inventory? I = tA=(10 – 7 ) 2‚500‚000=$7‚500‚000=$20‚547.90 365365 365 9.4) A florist carries an average inventory of $12‚000 in cut flowers. The flowers require special storage and are highly perishable. The florist’s estimates capital costs at 10%‚ storage
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OPIM Assignment 4 1. Cu = 24-11 = $13 Co = 11-7 = $4 Critical ratio = 13/(13+4) = 0.7647 μ = 30‚000 σ = 10‚000 Using normal distribution function (=norminv(0.7647‚30000‚10000))‚ the optimum order quantity is 37‚216 jerseys to maximize profit. 2. Quantity = 32‚000 First‚ we normalize the order quantity to find the z-statistic z=Q-μσ=32‚000-25‚00010‚000=0.7 We then look up the standard normal loss function. The expected lost sale is given by. Lz=0.1429 Therefore‚ the expected lost
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Chapter 3: Second industrial Revolution: -many believe began with Bessemer steel process -firms grew‚ with this came market power -rising concern over monopolies let to anti-trust legislation -worried that Malthus’s economic prediction might come true-that growth would explode‚ leading to more-thinly spread resources (food) among starving and dying population (appendix 20.1)-the classical(malthusian) growth model -from 1860-1890: real wages for manufacturing employees increased
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