The following table shows the monthly return rates for two mutual funds during 12 randomly chosen months.Fund A return rate 7 18.4 15.8 8.6 15.3 11.4 10.3 9 12.9 7.8 15.4 17.9Fund B return rate 11.7 23.1 17.1 13.3 13.3 11.4 12.9 11 14.7 12.6 18.5 20.8Difference-4.7 -4.7 -1.3 -4.7 2 0 -2.6 -2 -1.8 -4.8 -3.1 -2.9At the 0.10 level of significance, can we conclude (by using the Wilcoxon signed-ranks test) that there is a difference between the populations of Fund A returnrates and Fund B return rates?Perform a test by completing the parts below.(If necessary, consult a table with critical values for the Wilcoxon signed ranks test.)(a) Find the value of the test statistic.☐(b) Find the critical value.☐(c) Decide whether to reject Ho(Choose one)(d) At the 0.10 level, can we conclude that there is a difference between the populations.of Fund A return rates and Fund B return rates?XO YesO No

The critical values for the Wilcoxon signed-ranks test, using a normal approximation and a…

Answered: The following table shows the monthly…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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The general fund budget (in billions of dollars) for a U.S. state for 1988 (period 1) to 2011 (period 24) follows. Year Period Budget($ billions) 1988 1 3.03 1989 2 3.29 1990 3 3.56 1991 4 4.31 1992 5 4.36 1993 6 4.51 1994 7 4.65 1995 8 5.15 1996 9 5.34 1997 10 5.66 1998 11 6.01 1999 12 6.30 2000 13 6.48 2001 14 6.75 2002 15 6.56 2003 16 6.78 2004 17 7.08 2005 18 7.65 2006 19 8.48 2007 20 8.57 2008 21 8.66 2009 22 8.43 2010 23 8.33 2011 24 8.86 (a) Construct a time series plot. A time series plot contains a series of 24 points connected by line segments. The horizontal axis ranges from 0 to 25 and is labeled: Period. The vertical axis ranges from 0 to 10 and is labeled: Budget ($ billions). The first point is at approximately (1, 3.0). The rest are plotted from left to right at regular increments of 1 period in an upward, diagonal direction. The last point is at approximately (24, 8.9). Consecutive points are close together…
The general fund budget (in billions of dollars) for a U.S. state for 1988 (period 1) to 2011 (period 24) follows. Year Period Budget($ billions) 1988 1 3.03 1989 2 3.29 1990 3 3.56 1991 4 4.41 1992 5 4.36 1993 6 4.61 1994 7 4.75 1995 8 5.15 1996 9 5.34 1997 10 5.66 1998 11 6.01 1999 12 6.20 2000 13 6.48 2001 14 6.65 2002 15 6.56 2003 16 6.78 2004 17 6.98 2005 18 7.65 2006 19 8.38 2007 20 8.67 2008 21 8.76 2009 22 8.53 2010 23 8.23 2011 24 8.76 (a) Construct a time series plot. A time series plot contains a series of 24 points connected by line segments. The horizontal axis ranges from 0 to 25 and is labeled: Period. The vertical axis ranges from 0 to 10 and is labeled: Budget ($ billions). The first point is at approximately (1, 8.8). The rest are plotted from left to right at regular increments of 1 period in a downward, diagonal direction. The last point is at approximately (24, 3.0). Consecutive points are close together…
The general fund budget for a state for 1988 (Period 1) to 2011 (Period 24) follows. Year Period Budget($billions) 1988 1 3.09 1989 2 3.29 1990 3 3.57 1991 4 4.32 1992 5 4.36 1993 6 4.54 1994 7 4.69 1995 8 5.15 1996 9 5.34 1997 10 5.67 1998 11 6.01 1999 12 6.2 2000 13 6.48 2001 14 6.65 2002 15 6.56 2003 16 6.78 2004 17 6.98 2005 18 7.65 2006 19 8.38 2007 20 8.57 2008 21 8.66 2009 22 8.43 2010 23 8.23 2011 24 8.76 Develop a linear trend equation for this time series. Round your answers to 4 decimals. T t = + t What is the forecast for 2012? Round your answer to two decimal places.$ billion
The general fund budget for a state for 1988 (Period 1) to 2011 (Period 24) follows. Year Period Budget($billions) 1988 1 3.06 1989 2 3.29 1990 3 3.57 1991 4 4.32 1992 5 4.39 1993 6 4.57 1994 7 4.69 1995 8 5.18 1996 9 5.39 1997 10 5.66 1998 11 6.01 1999 12 6.2 2000 13 6.48 2001 14 6.65 2002 15 6.56 2003 16 6.78 2004 17 6.98 2005 18 7.65 2006 19 8.38 2007 20 8.57 2008 21 8.66 2009 22 8.43 2010 23 8.23 2011 24 8.76 b. Develop a linear trend equation for this time series. Round your answers to 4 decimals. T t = + t c. What is the forecast for 2012? Round your answer to two decimal places.$ billion
Consider each of the after-tax cash flows shown in the table below. Suppose that projects B and C are mutually exclusive. Suppose also that the required service period is eight years and that the company is considering leasing comparable equipment with an annual lease expense of $3,000, payable at the end of each year for the remaining years of the required service period. Which project is a better choice at 15%? Click the icon to view the cash flows for the projects. Click the icon to view the interest factors for discrete compounding when i=15% per year. The present worth of project B is $thousand. (Round to one decimal place.) More Info Capital Single Payment Compound Amount Factor (F/P, i, N) Equal Payment Series Sinking Present Fund Worth Factor Factor (A/F, i, N) Compound Amount Factor (F/A, i, N) 1.0000 More Info Recovery Factor (A/P, i, N) 1.1500 (P/A, i, N) 1.1500 1.0000 0.8696 1.3225 2.1500 0.4651 1.6257 0.6151 B с 1.5209 3.4725 0.2880 2.2832 0.4380 - $7,000 -$5,000 1.7490…
Answer the following questions, assuming that the mutual fund quote below is one that you found online today. Complete parts (a) through (c) below. A certain Limited-Term Tax-Exempt Fund (CMLTX) 1-Day Net Change 1-Day Return NAV. $10.6S $0.00 0.0% Total Returns (%) 3, 5 and 10 year returns are annualized. YTD 1-Yr 5-Yr 10-Yr Fund 2.93% 3.82% 3.55% 3.34% a. Suppose you invest $6000 in this fund today. How many shares will you buy? shares (Round to two decimal places as needed.)
The following table presents monthly interest rates, in percent, for 30 year and- 15 year fixed-rate mortgages, for a recent year. 30 Year 15 year 30 year 15 year 3.92 3.20 3.55 2.85 3.89 3.16 3.60 2.86 3.95 3.20 3.47 2.78 3.91 3.14 3.38 2.69 3.80 3.03 3.35 2.66 3.68 2.95 3.35 2.66 a. Construct a scatter plot of the 15- year rate (y) versus the 30-year rate (x). b. Compute the correlation coefficient between 30-year and 15-year rates.
Suppose a mutual fund has total assets of $25,500,000 and liabilities of $2,100,000. Currently there are 10,200,000 shares outstanding. Determine the net asset value of the fund? Round to the nearest cent.
What is one of the trade-offs for having a renter's insurance policy with a low deductible? lower interest rates higher payouts for claims higher monthly payments lower monthly payments
The following table shows the average returns for some of the largest mutual funds commonly found in retirement plans. (Assume end-of-month deposits and withdrawals and monthly compounding, and assume that the quoted rate of return continues indefinitely.) MutualFund FidelityGrowthCompany Vanguard500 Index PIMCOTotal Return VanguardTotal BondMarket Index Rate ofReturn 15.83% 13.25% 3.77% 3.67% Type Stock fund Stock fund Bond fund Bond fund How much should you pay each month into a retirement account invested in the Vanguard bond fund if you wish to retire in 25 years with an investment valued at one million dollars?
Suppose you own a mutual fund that has 10,238,011 shares outstanding. If its total assets are $38,475,020 and its liabilities are $12,214,495, find the net asset value of the fund. a. $2.15 b. $2.57 c. $3.76 d. $4.95
Date Apple Adjusted Stock Price P&G Adjusted Stock Price 6/1/2013 44.44 65.71 7/1/2013 50.71 68.54 8/1/2013 54.60 66.98 9/1/2013 56.00 65.00 10/1/2013 61.40 69.44 11/1/2013 65.32 72.99 12/1/2013 68.69 70.55 1/1/2014 61.29 66.40 2/1/2014 64.43 68.68 3/1/2014 68.57 70.38 4/1/2014 75.39 72.08 5/1/2014 80.87 71.11 6/1/2014 86.47 69.17 7/1/2014 88.95 68.05 8/1/2014 95.37 73.73 9/1/2014 94.21 74.29 10/1/2014 100.99 77.42 11/1/2014 111.21 80.84 12/1/2014 103.66 81.43 1/1/2015 110.03 75.35 2/1/2015 120.64 76.64 3/1/2015 117.32 73.77 4/1/2015 118.00 71.58 5/1/2015 122.84 71.14 6/1/2015 118.76 71.01 7/1/2015 114.85 69.61 8/1/2015 106.91 64.66 9/1/2015 104.91 65.82 10/1/2015 113.66 69.89 11/1/2015 112.51 69.09 12/1/2015 100.54 73.31 1/1/2016 92.98 75.42 2/1/2016 92.35 74.77 3/1/2016 104.67 76.65 4/1/2016 90.02 74.61 5/1/2016 95.90 76.09 6/1/2016 92.37 79.49 7/1/2016 100.69 80.36 8/1/2016 102.51 82.62 9/1/2016…

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