fund and needs to decide what to do with it.
Q: need
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Purchase a 10-year bond
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Put the money in a savings account
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Take out a 5-year certificate of deposit
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Keep the money under her mattress and add a little bit to it regularly
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- 2. Julie has decided save up and donate $5000 to the college she attended. She would like to make that donation in 5 years. She gets paid twice a month. Her savings account earns a 4.75% interest rate. How much does she need to save from each pay period to hit her goal? 3. Mike and Jenn want to save $12,000 for their son's mission. He is 12 years sold and plans to leave at age 18. They plan to invest this into an account making 4.6%. How much to they need to save each month to achieve their goal? 4. Randi plans to save $100 per month for the next 5 years to be able to give a large donation to her favorite charity. She is hoping to have $8,000 in the account at that time. What interest rate will she have to earn to hit her goal?Sandra wants to take the next six years off work to travel around the world. She estimates her annual cash needs at $31,000 (if she needs more, she will work odd jobs). Sandra believes she can invest her savings at 12% until she depletes her funds. (Click the icon to view Present Value of $1 table.) (Click the icon to view Future Value of $1 table.) (Click the icon to view Present Value of Ordinary Annuity of $1 table.) (Click the icon to view Future Value of Ordinary Annuity of $1 table.) Requirement 1. How much money does Sandra need now to fund her travels? (Round your answer to the nearest whole dollar.) With the 12% interest rate, Sandra needs Requirement 2. After speaking with a number of banks, Sandra learns she will only be able to invest her funds at 4%. How much does she need now to fund her travels? (Round your answer to the nearest whole dollar.) With a 4% interest rate, Sandra would need If Sandra's savings are earning a lower interest rate (4%), she will need to save to…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.
- 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.When Steven was 5 years old (on his birthday), his grandmother decided to set up a trust account to pay for his college education. She wanted the account to grow to $100,000 by his 18th birthday. If she was able to invest her money at 7% per year, how much did she have to deposit into this trust account? (Note: The amount deposited is known as the present value of the investment. The $100,000 is known as the future value. Round your answer to the nearest cent.)
- 7. Future value of annuities There are two categories of cash flows: single cash flows, referred to as "lump sums," and annuities. Based on your understanding of annuities, answer the following questions. Which of the following statements about annuities are true? Check all that apply. O An annuity is a series of equal payments made at fixed intervals for a specified number of periods. An annuity due earns more interest than an ordinary annuity of equal time. □ Ordinary annuities make fixed payments at the beginning of each period for a certain time period. An annuity due is an annuity that makes a payment at the beginning of each period for a certain time period. Which of the following is an example of an annuity? O An investment in a certificate of deposit (CD) O A lump-sum payment made to a life insurance company that promises to make a series of equal payments later for some period of timeGabe and Sarah would like to begin saving for their children's college education. They would like to know the amount of college funds that would be necessary on day one of college to pay for all tuition costs for each child. The current tuition at the university is $25,000. The couple is comfortable assuming an annual rate of return of 6% on their college investment savings program. They anticipate that each child will begin college at age 18 and attend for four years. The Consumer Price Index (CPI) is expected to be 3% and the expected college inflation rate is 5% per year.6) Susan is looking to purchase her first home five years from today. The house costs $1,550,000. She will have to make a down payment of 10% of this amount and plans to take a loan from the bank for the difference. Bank charges are approximately 15% of the loan amount. She plans to start saving from today to cover both the down payment and the bank charges. a. How much will she need to save to cover both the down payment and bank charges? b. If she currently has $195,000 in her account and will make no further deposits over the next five years, what rate of interest must she earn on this account in order to achieve the savings target calculated in part (a) above?
- Deb and Rusty have just gotten married and wish to buy a home. They both work in Boston and have a combined income of $90,000. They found a modest starter house which they are buying for $350,000. 1. They plan to use their $40,000 is savings to cover the closing costs the bank will charge them, which are 1% of the amount they borrow from the bank. The rest of the savings will be used as a down payment. Determine the largest amount they can use for a down payment and still pay the closing costs. 2. Using the amount Deb and Rusty have to borrow from part 1, open Excel and create a 20-year amortization schedule, giving monthly payments for the amount they borrowed at a 4.5% annual interest rate. You must use the pmt function in Excel to compute the monthly payment. Title this worksheet Amortization. For your answer to this question write “See Excel Workbook”. 3. Use the amortization schedule to compute the total amount of interest they will pay to the bank over the 20 years. 4. Create a…Manya and Sarah are both starting out in their careers. They choose two different paths to saving in their 401k accounts for their retirements. Manya is 23 years old and decides to start depositing $400 monthly in her 401k which will earn 9.5% APR. Manya will retire at the age of 70. a) How many years will Manya be saving money in her 401k? years b) How much will be in Manya's 401k when she retires? c) How much will Manya have deposited herself over her years of working from her salary? d) How much will Manya have earned in interest over her years of working? Sarah waits to begin depositing money into a 401k (for various reasons that seemed important at the time...) until she was 40 years old. She decides to deposit twice as much as Manya per month hoping to catch up. Assume that Sarah gets the same 9.5% APR and will retire at the same age of 70. e) How many years will Sarah be saving money in her 401k. years f) How much will Sarah be depositing in her account each month? g) How much…Parents wanted to save enough money to send their daughter to college. The parents were unable to save money right at birth but rather started saving money when she was 5 years old and will save until she is 18 years old. The parents would like to save up $75,000 to cover tuition and other expenses. How much would the parents need to save each month in order to meet this requirement Assume the parents save the money into an account that generated an interest of 2% per year O a $360 O b. 3370 Oc$400 Od $490
