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For the following Cash flow, shown in table below, what is the positive
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- If you opened an account on Year 0 with the amount shown and you deposit and withdraw the following amounts at the end of each year, how much money will be there at the end of 3 years in the account. The bank pays interest as shown. Rate Year Deposit Withdrawl 5% 0 $27,000 0 1 $6,000 $ (4,000.00) 2 $4,500 $ (13,500.00) 3 $7,000 $ (5,000.00)Fast pls solve this question correctly in 5 min pls I will give u like for sure Svtrik An early payment of $4574.73 was accepted instead of a scheduled payment of $4850.00, allowing for interest at the rate of 8.75%. How many days early was the payment? (The answer is 251 days early but not sure how to get that answer)A sum of $10,000 now (time 0) is equlvalent to the following cash flow diagram. What is the value of SB if the annual interest rate is 6%? $3,300 $B $2,400 $2,400 3 4. End of Year The value of SB is $3294 (Round to the nearest dollar.)
- The income from an established chain of laundromats is a continuous stream with its annual rate of flow at timer given by )- 210,000 (dollars per year). If money is worth 3% compounded continuously, find the present value and future value of this chain over the next 5 years. (Round your answers to the nearest dollar) present value future value $ Need Help?Kylie has been offered a student loan by a hometown engineering firm. She will borrowP5O,000 each year for 4 years. She is required to maintain an average grade of 85, majorin any of the engineering program, and graduate within 5 years. Beginning 1 year aftergraduation and continuing for 3 more years, she is required to repay this loan at P50,000per year. Is this a good deal? Why?Bruce deposited $100 into the bank account. The account is credited with interest at a nominal annual interest rate of 4% which can be converted every half year. At the same time, Peter deposited $100 into a separate account. Peter's account is credited with annual interest of δ. After 7.25 years, their value for money is the same. calculate value δ!
- Engr. Simon borrows P100,000 at 10% effective annual interest. He must pay back the loan over 30 years with uniform monthly payment due on the first day of each month. What does Engr. Simon pay each month?Mr.Robert bought a new computer for $5,750. The annual interest rate is 40%. Mr.Robert received this money from the bank and will pay it in monthly installments within 4 years. What is the monthly installment amount? (A bit more specific with the transactions please I couldn't understand the asnwer quitely)A company is organizing a project to build housing units with an estimated investment of one million Million dollars to build (100 houses) The price of the house (20) thousand dollars Payable in unequal installments for (4 years), the first installment is 40% of the price of the house, the second installment is 30%, the third installment is 20%, the fourth installment is 10%, estimated The annual costs are (50) thousand dollars. Calculate the rate of return simple, payback period, and internal rate of return Knowing that the minimum discount rate (8%) and the highest (12%) and whether the project is accepted or rejected.
- Solve by using formulas. (Round your answer to the nearest cent.) Ordinary Annuity AnnuityPayment PaymentFrequency TimePeriod (years) NominalRate (%) InterestCompounded Future Valueof the Annuity (in $) $3,000 every 6 months 5 5.0 semiannually $Here comes an investment firm. He offers you to deposit P 2,500.00 at the endof each month for 5 years at an interest of 0.5% effective per month. How muchcan you withdraw 30 years after your last payment?Rich wants to have $25 000 in 5 years for a down payment on a house. How much should he invest today at 6.25% per annum, compounded quarterly? i = n = A = P = ? Present Value, P = A(1 + i)^ Notice the negative exponent Therefore, he should invest $ ..today.