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- If you invest $15,000 today, how much will you have in (for further instructions on future value in Excel, see Appendix C): A. 20 years at 22% B. 12 years at 10% C. 5 years at 14% D. 2 years at 7%How much must be invested now to receive $50,000 for 8 years if the first $50,000 is received in one year and the rate is 10%?Michael had to make a payment of $2,750 in 10 months and $2,300 in 20 months, to a raw material supplier. What single payment in 4 months would settle both these payments? Assume a simple interest rate of 5.25% p.a. and use 4 months from now as the focal date. $0.00 Round to the nearest cent
- Suppose that you earn $45,600 per year. What is your monthly salary? $ Assume that you deposit 10% of your monthly salary into an investment account with an APR of 4.8% every month for 30 years. We will assume for simplicity that your salary never changes, so you are depositing the same amount every month for 30 years. What will the balance of your investment account be after 30 years? Round your answer to the nearest cent. The balance of the account is $ How much of the investment account balance is interest? The amount of interest in the account is $46. Suppose you are planning to take this car through bank loan but you already have saving of Rs.150,000 which you paid to bank as down payment and rest you are agree on monthly installment at 18%. Compute monthly payment.You are consldering taking out a loan of $11,000.00 that will be pald back over 9 years with every 2 months payments of $269.03. If the interest rate is 6.4% compounded every 2 months, what would the unpaid balante be Immediately after the eleventh payment? The unpald balance would be $ (Round to 2 decimal places.)
- You decide to save up for a big trip and deposit 1,268 in a special vacation account today. If your account earns 7.89% annually, how much will you have available to spend in 5 years? Round to two decimal places (Ex. $0,000.00)Acouplewouldliketohave$150,000attheendof7 1/2 years. They can invest $25,000 now and make additional contributions at the end of each month over the 7 1/2 years. If the investment earns 7.2% compounded monthly, what size payments will enable them to reach their goal? Round your answer to the nearest cent.You are wishing to accumulate $8,000 for an expedition in 5 years’ time. To do this, you will make 10 equal deposits (half yearly) with the first deposit today. If you earn 6.3% per annum compounding twice yearly, what deposit will be needed? (round to nearest cent; don’t use $ sign or commas)
- = 6. Assume the annual effective interest rate is i capital of £100,000 and is contemplating two projects: 2%. An individual wants to invest a Project A. She buys a property for exactly £100,000 at time t income from rent. (a) If rent is paid monthly in advance and each payment is £700, how long will it take before the present value of rental payments exceeds the initial cost of purchasing the property? 10 that will generate (b) To be mo realistic assume that rent increases every three years at a rate of 1% effective per annum compound, and taxes are paid at 20% on rental income. Moreover, maintenance work for the property will cost £1,500 to be paid at the end of every 5 years (and these are not subject to tax relief). If rental payments stop after 15 years, what is the net present value (at time t = 0) of all cash flows for 15 years? (Include maintenance costs paid at t = 15 years.)Suppose you're offered the following two accounts to invest $10,000 for 5 years: 11% simple interest and 6% interest compounded monthly. Which is the best choice? Part: 0 / 3 Part 1 of 3 The future value of $10,000 using 11% simple interest is $ X Ś Round your answer to the nearest cent. Do not round any intermediate steps.4. Today you purchase a previously owned Tesla Model 3 for $40,000. You take out a 0.25% per month loan for the full amount to be repaid using 48 equal monthly payments. The first payment is due one month from today. How much of your second monthly payment is interest and how much is principal? You'll need to compute the monthly payment first.