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A fther is planning to give some extra pocket money to his 12-year-old son. He asks his son if he would like the amount right now or if he would rather wait for a week, which is around the time his school is organizing a picnic. The son chooses to take the allowance right away rather than wait for a whole week. This scenario is an example of
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- H. Today is Amy's 24th birthday. Starting today, Any plans to begin saving for her retirement, which she expects to be at age 68. Her plan is to contribute $6,000 to a brokerage account each year on her birthday. Her first contribution will take place today. Her final contribution will take place on her 67th birthday. Her grandpa has decided to help Amy with her savings, which is why he gave Amy $2,000 today as a birthday present to help get her account started. Assume that the account has an expected annual return of 8.6 percent. How much will Any expect to have in her account at retirement (on her 68th birthday)? Hint: think of the cash flow type, annuity DUE.Molly Lincoln, a 25-year-old personal loan officer at First National Bank, understands the importance of starting early when it comes to saving for retirement. She has committed $4,000 per year for her retirement fund and assumes that she'll retire at age 65. a. How much will Molly have accumulated when she turns 65 if she invests in equities and earns 8 percent on average? Round your answer to the nearest dollar. $ b. Molly is urging her friend, Isaac Stein, to start his plan right away, too, because he's 40. What would his nest egg amount to if he invested in the same manner as Molly and he, too, retires at age 65? Round your answer to the nearest dollar. Nest egg amount at 6% = $ Nest egg amount at 8% = $Cyrus Petit is planning for the day when his child Laura, will go to college. Laura has just turned 8 and plans to enter college on her eighteenth birthday. She will need $40,000 at the beginning of each year of college. Cyrus plans to give Laura a Lexus-IS as a combination graduation and twenty-second birthday present. The Lexus is expected to cost $50,000. Cyrus currently has $20,000 saved for Laura. Also, Cyrus expects to inherit $25,000 nine years from now that will be used for Laura's education. Cyrus expects to be able to earn 5 percent after-tax on any investments. Set the problem up with the aid of a time line showing each of the periods and how the cash flows are distributed. How much must Cyrus save at the end of each of the next 9 years in order to provide for Laura's education and the Lexus?
- Ann's grandmother put some money in an account for her on the day she was born. She is now 18 years old and is allowed to withdraw the money for the first time. The account currently has Ksh400,000 in it and pays an 8% per annum interest rate. i. Calculate how much money would be in the account if she left the money there until her 70th birthday.Cecilia is 28 years old today and wants to retire at age 65. She plans to put $5,000 into an account at the end of every year starting at the end of this year and continuing until her 65th birthday. When she reaches age 65, she plans to withdraw the money in equal amounts at the beginning of every year. She assumes she will live until age 90 and make her last withdrawal on her 90th birthday. How big will each withdrawal be if she earns 9% on her investments? $143,358.86. $130,112.13. $120,661.86. $119,368.93.CASE STUDY: Silver is a senior high school student who is bound for college in the next school year. She plans to become a Certified Public Accountant (CPA) once she finishes her degree in accountancy. Silver receives a P500 weekly allowance from her parents that she can use to pay for her necessities in school. If there would be a need for additional resources, her parents are willing to provide for her. Silver makes it a point that she gets to save 20% of her weekly allowance. Aside from that, Silverworks during weekends in their family-owned grocery store. She works as a clerk during Saturdays and Sundays if time permits her. She receives a $150 per day allowance from her parents for her grocery store work. From today, it is only 14 weeks away from the start of the next school year. Silver would want to surprise her parents, by deciding to personally pay for her college textbooks, to reduce the financial burden of her parents. An older relative told Silver that $5,000 would be a…
- Your son just turned 4 years old. You anticipate he will start University when he turns 18. You would like to have funds in a registered education savings plan (RESP) to fund his education at that time. You anticipate he will spend 6 years in university, and it will cost $40,000 per year at the start of each school year. When he graduates (debt free) you would also like him to have $50,000 for a down payment on a condo or to travel. If the account promises to pay a fixed interest rate (APR) of 6% per year with monthly compounding, how much money do you have to deposit each quarter to ensure you will have enough when he starts university? Assume you will make the same deposit at the end of each quarter until he starts university.Your grandfather wants to establish a scholarship in his father's name at a local university and has stipulated that you will administer it. As you've committed to fund a $15,000 scholarship every year beginning one year from tomorrow, you'll want to set aside the money for the scholarship immediately. At tomorrow's meeting with your grandfather and the bank's representative, you will need to deposit (rounded to the nearest whole dollar) so that you can fund the scholarship forever, assuming that the account will earn 4.50% per annum every year. Oops! The bank representative just reported that he misquoted the available interest rate on the scholarship's account. Your account should earn 7.00%. The amount of your required deposit should be revised to relationship between the interest rate earned on the account and the present value of the perpetuity. This suggests there isKyle is a grade 5 student currently taking his modular class at home since the pandemic happened in the last month of the first quarter of that year 2020 here in the Philippines. His Mom Lea tried to invest in Kyle’s future for college which saves money of 500PhP twice a month which started at the beginning of the second quarter. What will be the accumulated value after he finished his Senior High School level assuming that the last contribution and his graduation will be held at the end of the second quarter with the equivalent of 8% cost of money compounded on the stated period of contribution?
- 38. Frank Chang is planning for the day when his child , Laura , will go to college . Laura has just turned eight and plans to enter college on her 18th birthday . She will need $ 25,000 at the beginning of each year in school . Frank plans to give Laura a Mercedes - Benz as a combination graduation and 22nd birthday present . The Mer cedes is expected to cost $ 55,000 . Frank currently has $ 10,000 saved for Laura . Also , Frank expects to inherit $ 25,000 nine years from now that will be used for Laura's education . Frank expects to be able to earn 7 percent after tax on any invest ments . How much must Frank save at the end of each of the next 10 years in order to provide for Laura's education and the Mercedes ?Linda is 10 years old. Her parents want to save for 4 years of college, starting at 18. Her parents want to deposit X today and on birthdays 11,12, …. 17. On birthdays 18, 19, 20, 21 they plan to take out $20,000 – the total cost of education. How much do her parents need to save each year? Assume the discount rate is 10%. Solve the following ways:Using trial and error, is the $4,000/per year enough? Using Goal Seek, solve for the annual deposit necessary to meet their financial goals.Ann’s grandmother put some money in an account for her on the day she was born. She is now 18 years old and is allowed to withdraw the money for the first time. The account currently has Ksh400,000 in it and pays an 8% per annum interest rate.i. Calculate how much money would be in the account if she left the money there until her 70th birthday.