Your grandmother has promised to give you $10,000 when you graduate from college. If you speed up your graduation by one year and graduate two years from now rather than the expected three years, the present value of this gift will:
the present value of this gift will increase
so increase is the answer
because he will be getting money one year earlier, so discounting factor will be less
Your grandmother has promised to give you $10,000 when you graduate from college. If you speed...
You'll graduate from college in three years. Your grandmother has promised to give you $5,000 at graduation. What happens to the present value of this gift if you speed up your graduation and graduate in two years? Multiple Choice Becomes negative. Cannot be determined from the information provided. O O Remains constant O Decreases. < Prev 20 of 36 Next >
Your grandmother promised to give you $100 today and $100 a year from now, 2 years from now, 3 years from now, 4 years from now, and 5 years from now. Given that the current interest rate is 3% compounded annually, what is the present value of this stream of cash flows?
Suppose a relative has promised to give you $1,000 as a wedding gift the day you get engaged. Assuming a constant interest rate of 6%, consider the present and future values of this gift, depending on when you become engaged. Complete the first row of the table by determining the value of the gift in one and two years if you become engaged today. Date Received - Present Value - Value in One Year - Value In Two Years Today...
Future and present values Suppose a relative has promised to give you $1.000 as a wedding gift the day you get engaged. Assuming a constant interest rate of 7%, consider the present and future values of this wift, depending on when you become engaged. Complete the first row of the following table by determining the value of the gift in one and two years with interest if you become engaged today and save the money.Now complete the first column of the...
1-Your friend has a newborn child and her grandmother invests $10,000 into an account guaranteeing a 5% annual return. Approximately how much will the value of the account be in eighteen years, assuming all the interest is left in the account? 2-Rather than continuing to buy a $3 latte every day a recent college graduate decides to place $3 each day in a drawer and invest it in a mutual fund at the end of each year. One year from...
You receive $20,000 from your grandmother as a graduation gift. You plan to invest this at an annual interest rate of 6.5 percent. How much money will you have 10 years now?
Decision #1: Which set of Cash Flows is worth more now? Assume that your grandmother wants to give you generous gift. She wants you to choose which one of the following sets of cash flows you would like to receive: Option A: Receive a one-time gift of $ 10,000 today. Option B: Receive a $1400 gift each year for the next 10 years. The first $1400 would be received 1 year from today. Option C: Receive a one-time gift of $17,000 10...
You receive $20,000 from your grandmother as a graduation gift. You plan to invest this at an annual interest rate of 6.5 percent. How much money will you have 12 years now? Group of answer choices $41,220.63 $35,782.89 $42,581.93 $37,542.75
You were just given $10,000 by your grandmother to help pay off your student loans. After you graduate undergrad you plan to work on a masters degree. You will be done with all your schooling in 4 years. If you invest the money your grandmother gives you at a rate of 4% how much money will you have in 4 years. (*hint enter present value as a negative number since it is a "payment") Present Value (PV) Rate = Periods...
give you $1,000 per year for the next 10 1. Your grandmother has offered to give you $1,000 per year to what is the present value of this 10-year. $1.000 annuity discounted back to the present at 5 percent? What will be the present value if you received the $1,000 payment at the beginning of each year? 2. You are graduating from college at the end of this semester, and you have decided to invest $5000 a year for the...