dsci fv pv homework (1)

Imagine you are a financial advisor to Valerie VanNess. Ms. VanNess wants to retire in 25 years. She wants to start saving an annual amount at the end of each year until she retires. She expects to live for another 20 years after she retires. During retirement she wants to withdraw $15,000 at the start of each year from a savings account. She can earn 10% per year on balances in this savings account a. How much will Ms. VanNess have to deposit in the savings account at the end of each year for the next 25 years, if the interest rate is 10%, compounded annually? b. How would the yearly deposits be changed if Ms VanNess expects her cat to live for another five years after her death, and she wants to leave an amount in an account that will be used to pay the cat sitter $5500 at the start of each year, for those five years. (Draw a new timeline, or add to your timeline above).

Jennifer is planning a trip to Alaska in 5 years. She has calculated that she will need $15,000 to cover her expenses.  Her bank offers money market investments at a rate of 4.5% compounded annually.  What should Jennifer invest now to have the needed funds?

Imagine you are a financial advisor to Valerie VanNess. Ms. VanNess wants to retire in 25 years. She wants to start saving an annual amount at the end of each year until she retires. She expects to live for another 20 years after she retires. During retirement she wants to withdraw $15,000 at the start of each year from a savings account. She can earn 10% per year on balances in this savings account. Please look up the meaning of an "annuity due". Write out the formula that calculates the PV of regular annuity. If you use the PV annuity formula, at what time/year is the PV placed? Write out the formula that calculates the FV of a regular annuity:_ When the FV is calculated, in what year is the FV placed? 1) Draw a timeline that clearly labels: a) Now b) The date Ms. VanNess will retire. c) The date Ms VanNess will stop withdrawing from the savings account. d) The yearly amounts she will withdraw (you do not need to draw the total number of withdrawals, but can indicate it somehow). 2)…

I need help working this problem out. Figuring out what table to use, whether to use: compound value, present value, amount of annuity, present value of annuity, sinking fund value? Please explain in detail each step.   Nina deposits $3400 into a savings account earning simple interest at 6.3% annually. She intends to leave the money in the bank for three years. How much money, including both principal and interest, can she withdraw at the end of this time?

A) Ms. Diana wants to take off next three years of work to travel around the world. Sheestimates her average annual cash need is $20,000. If she needs more funds, she will arrangefrom alternative ways i.e. taking loans or doing some odd jobs etc.Ms. Diana believes that she can invest her savings at 10% until she depletes her funds.You are required to find out how much she should invest now to fund her future cashflow if she is able invests at 10% annually OR what amount she has to invest if she onlyearns 7% annually.The relevant factors from table you will need for this calculation are given below.a) Future value interest factor for a one-dollar annuity compounded from the table at 10% is3.3100 and at 7% is 3.2149 on period#3b) Present value interest factor for a one-dollar annuity discounted from the table at 10% is2.4869 and at 7% is 2.6243 on period#3B) What is the difference between Present value & Future value?___________________________________________

If she starts now, how much does Sally need to save each month for the next 9 years to accumulate $110,000 to be able to buy her dream vacation property. Assume she will be able to get a 2.5% annual rate of return on the savings. Input your answer to the nearest dollar. Answer: Check 4