# This question was created from final bio https://www.coursehero.com/file/14352355/final-bio/ First half

Get college assignment help at Smashing Essays Question This question was created from final bio https://www..com/file/14352355/final-bio/ First half of a question that is cut by page break ATTACHMENT PREVIEW Download attachment 14352355-324147.jpeg Question 14 An observational study is conducted to investigate the association between age and total

## If 150x style=”color:rgb(0,0,0);”> = 10212three, find the base x.x=_______

Question If 150x style=”color:rgb(0,0,0);”> = 10212three, find the base x.x=_______

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## 1. ) For each function in parts a through f,

Question 1. ) For each function in parts a through f, state a domain that, if it was the domain of the given function, would make the function one-to-one, and explain your answer. If no such domain exists, explain why not. (Hint: graph the function and use the appropriate line test). a. f(x) = abs(x−2) b. g(x) = x2-2c. h(x) = x – 4x 7d. k(x) = x3 4e. f(x) = 3x-4f. l(x) = -abs(3x-6)

## Convert the given numeral to the indicated base.52sixteen to base

Question Convert the given numeral to the indicated base.52sixteen to base eight

## 5. A loan of $4000 at 7.5% compounded monthly requires

Question 5. A loan of $4000 at 7.5% compounded monthly requires three payments of $1000 at 6, 12, and 18 months after the date of the loan, and a final payment of the full balance after two years. What is the amount of the final payment?(1410.77)6. What single payment one year from now would be equivalent to payments of $2500 due in three months, and another $2500 due in 2 years? Assume money can earn 7% pacq (compounded quarterly).7. To motivate individuals to start saving at an early age, financial planners will sometimes present the results of the following type of calculation. How much must a 25-year-old individual invest five years from now to have the same maturity value at age 55 as an immediate investment of $1000? Assume that both investments earn 8% compounded annually. ($1469.33)

## 11. Jorge is unable to make a $4500 payment due

Question 11. Jorge is unable to make a $4500 payment due today. He proposes to settle the obligation by making three equal payments: one today, another in four months, and a third in nine months. What must each payment be to make the proposed payment stream equivalent to the scheduled payment if money can earn 7.2% compounded monthly? ($1539.02)12. Payments of $400 due eight months ago and $650 due three months ago were not made. Now the debtor is proposing to “make good” by two future payments that provide for a 7.5% compounded monthly rate of return to the creditor on the missed payments. The first payment will be made in two months. The second payment, twice as large as the first, will be made in seven months. Determine the amount of each payment. (first is $373.06)13. The owner of a residential building lot has received two purchase offers. Mrs. A is offering a $20,000 down payment plus $40,000 payable in one year. Mr. B’s offer is $15,000 down plus two $25,000 payments due one and two years from now. Which offer has the greater economic value (that is, current day dollars) if money can earn 9.5% compounded quarterly? How much more is it worth in current dollars? ($2064.20)

## This question was created from week 7.docx https://www.coursehero.com/file/35365959/week-7docx/ 11.2.6 A

Question This question was created from week 7.docx https://www..com/file/35365959/week-7docx/ 11.2.6 A project conducted by the Australian Federal Office of Road Safety asked people many questions about their cars. One question was the reason that a person chooses a given car, and that data is in table #11.2.8 (“Car preferences,” 2013). Table #11.2.8: Reason for Choosing a Car Safety Reliability Cost Performance Comfort Looks 84 62 46 34 47 27 Do the data show that the frequencies observed substantiate the claim that the reasons for choosing a car are equally likely? Test at the 5% level. ATTACHMENT PREVIEW Download attachment 35365959-323984.jpeg

## This question was created from Assign06 July 9 https://www.coursehero.com/file/13823781/Assign06-July-9/ How

Question This question was created from Assign06 July 9 https://www..com/file/13823781/Assign06-July-9/ How to calculate withdrawals and present values? ATTACHMENT PREVIEW Download attachment 13823781-323985.jpeg Question #2 You currently have $1,000,000 in your bank account as the result of an aggressive investment plan. You will not make additional deposits to your account. Instead, starting today, you plan to make constant annual withdrawals for thirty years (thirty-one withdrawals) from this account to ﬁnance your retirement. At the time of the ﬁnal withdrawal you want to have a zero balance in your account. Your bank guarantees an 8 percent per annum interest rate compounded monthly on your account. How much money will you have in your account exactly 23 years from today immediately after the 24th withdrawal?

## 2. For each function in parts a through f, state

Question 2. For each function in parts a through f, state a codomain that, if it was the codomain of the given function, would make the function onto, and explain your answer. If no such codomain exists, explain why not.a. f(x) = abs(x−2) b. g(x) = x2-2c. h(x) = x – 4x 7d. k(x) = x3 4e. f(x) = 3x-4f. l(x) = -abs(3x-6)

## Part 1. A Story of Lulu and Murphy: The Importance

Question Part 1. A Story of Lulu and Murphy: The Importance of Starting Early. Because 401(k) accounts and annuities are an example of the power of compound interest, an amazing amount of growth occurs in the later years of the 401(k) or annuity. This can be complicated to calculate but not if you use Excel. The Excel function to use is = fv(rate, nper, pmt) where rate = APR / number of compoundings per year, nper = number of compoundings (number of years * number of compoundings per year), pmt = the amount of money to be deposited monthly (make it negative). if you Open Excel and click on any cell. Type “=fv(.05/12,10*12,-100)” You just found out what your balance would be after 10 years, depositing $100 each period, with an interest rate of 5% compounded monthly. Anwser the following questions: 1. Lulu started saving $200/month in a 401(k) earning 6% interest compounded monthly when she was 45 years old. How much will be in her account when she retires at age 65? Remember to show both the Excel formula with its arguments as well as your answer. 2. Murphy started putting $100/month into his 401(k) earning 6% APR when he was 22 years old. How much will be in his account when he retires at age 62, if interest is compounded monthly? 3. How much money did Lulu deposit into her account over the course of the 20 years? 4. What dollar amount of interest did her account earn? 5. How much money did Murphy deposit into his account over the course of the 40 years? 6. What dollar amount of interest did his account earn? 7. Murphy’s account earned how much more interest than Lulu’s account? 8. Murphy’s account earned more than $100,000 more in interest than Lulu’s account, even though they put exactly the same amount of money into their accounts. How can this be true?

## Suppose f is entire, with real and imaginary parts u

Get college assignment help at Smashing Essays Question Suppose f is entire, with real and imaginary parts u and v satisfying u(x, y) v(x, y) = 3 forall z = x iy. Show that f is constant.

## This question was created from Chapter 10.pdf https://www.coursehero.com/file/28203671/Chapter-10pdf/ solution to

Question This question was created from Chapter 10.pdf https://www..com/file/28203671/Chapter-10pdf/ solution to this question ATTACHMENT PREVIEW Download attachment 28203671-324017.jpeg Different Lives (LO7) The Tempo Golf and Country Club in London, Ontario is evaluating two different irrigation system options. An underground automatic irrigation system will cost $9.2 million to install and $80,000 pre-tax annually to operate. It will no have to be replaced for 20 years. An aboveground system will cost $6.8 million to install, but $190,000 per year to operate. The aboveground equipment has an effective operating life of nine years. The country club leases its land from the city and both systems are considered leasehold improvements; as a result, straight-line capital cost allowance is used throughout, and neither system has any salvage value. Which method should we select if we use a 13 percent discount rate? The tax rate is 39 percent.

## 1. Consider the functions f, g (both on the reals)

Question 1. Consider the functions f, g (both on the reals) defined by f(x) = 8x 5 and g(x) = x^2a. Show that f is injective.b. Show that f is surjective.

## This question was created from EJERC MATEMATICA.docx https://www.coursehero.com/file/31755357/EJERC-MATEMATICAdocx/ me puedes

Question This question was created from EJERC MATEMATICA.docx https://www..com/file/31755357/EJERC-MATEMATICAdocx/ me puedes explicar como resolver este problema e indicar la respusta correcta ATTACHMENT PREVIEW Download attachment 31755357-324046.jpeg

## For a particular pickup truck the percent markup is known

Question For a particular pickup truck the percent markup is known to be 115% based on cost to the seller. If the seller paid $15,800 for the truck, what would be the percent markup be based on the sale price? (Round to the nearest tenth percent)

## Because 401(k) accounts and annuities are an example of the

Question Because 401(k) accounts and annuities are an example of the power of compound interest, an amazing amount of growth occurs in the later years of the 401(k) or annuity. This can be complicated to calculate but not if you use Excel. The Excel function to use is = fv(rate, nper, pmt) where rate = APR / number of compoundings per year, nper = number of compoundings (number of years * number of compoundings per year), pmt = the amount of money to be deposited monthly (make it negative). Part 3. Matching Savings: Ferdinand with Employer Matching Ferdinand’s employer will match 50% of his $250 monthly contributions to his 401(k). This means that Ferdinand’s employer will put 50% of $250 = $125 into Ferdinand’s 401(k) account each month in addition to Ferdinand’s $250. What a swell benefit! 16. How much will he have after 40 years if his account compounds monthly at 3% APR? 17. How much did Ferdinand deposit into this account? 18. How much did the employer put in? 19. How much interest did he gain?

## Convert the given base ten numeral to the indicated base.4040

Question Convert the given base ten numeral to the indicated base.4040 to base two

## Richard Miyashiro purchased a condominium and obtained a 25 style=”color:rgb(0,0,0);”>-year

Question Richard Miyashiro purchased a condominium and obtained a 25 style=”color:rgb(0,0,0);”>-year loan of $191,000 at an annual interest rate of 8.20%. (Round your answers to the nearest cent.)(a) What is the mortgage payment?$ (b) What is the total of the payments over the life of the loan?$ (c) Find the amount of interest paid on the mortgage loan over the 25 years.$

## Find the complement of the set given that U =

Question Find the complement of the set given that U = {x | x I and −3 ≤ x ≤ 7}. (Enter your answers as a comma-separated list.){x | x I and −2 ≤ x < 2}

## Kindly note, I will pay 80 $ through the website ti pping

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