3. An account earning 10% compound interest has $450,000 as the amount. It is known that the holder invested $180,000 at the beginning, he never added any other deposits and he did not withdraw any money from the account. How long has the account been running to accumulate the stated amount?
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- GH Traders wrote off R1 750 which represented 20% of the amount owed by a debtor. The debtor settled the balance on her account by means of an electronic funds transfer. These transactions have not yet been recorded. Which of the following statements is correct in respect of the above transactions? OA. The Debtors Control account will decrease by R7 000. OB. The debtor owed R8 750. OC. The Bank account will be credited with R7 000. OD. The amount received from the debtor was R1 400.3. An account in Bank A is earning simple interest. At time 4, the force of interest is 0.05 and the account has a balance of $5200. At this time the account is transferred to Bank B which pays annual compound interest at the same rate of simple interest earned previously. How long will it take for the account in Bank B to accumulate to $10000?1. RM X was deposited in a savings account at 4.8% interest compounded monthly. 56 months later, RM4200 was withdrawn from the account and the balance was RM3903.32. No use excel. Find the value of X.(RM6480)
- You deposit $100, $150, & $200 in a bank account at the end of years 1,2,& 3 and earn 7%interest. If (P/G, 7%, 3)=2.506 and (A/P, 7%, 3)=.3811 what is the present value (now) ofthese deposits.3) For the transaction shown below, determine the amount of money in the account at the end of year 3 if the interest rate is 10% per year, compounded Semiannually, Assume no inter-period compounding End of the Amount of Deposit Amount of Quarter $/ Quarter Withdrawal $/ Quarter 1 900 2-5 700 6-8 600 9. 2600 10 1000 11 2000 a) Draw the cash flow b) Find the Amount at the end of year 3Suppose that you owe $2,000 on a credit card that charges 18% APR and you pay either the minimum 10% or $20, whichever is higher, every month. How long will it take you to eliminate the debt? Assume that the bank uses the previous-balance method to calculate your interest, meaning that the bank does not subtract the amount of your payment from the beginning balance but charges you interest on the previous balance.
- An investor places $X into an account earning monthly compounded interest, and makes no further deposits or withdrawals. As we move from one month to the next, the dollar amount of interest earned per compounding period will remain constant. A) True B) False3. Suppose $100 was deposited in 2022 into an account that earns 5% interest, compounded annually. At the end of what year would it first be possible to withdraw $350? Show any work; partial credit might not be awarded in the absence of mnemonic notation [e.g., F(P/F, i, n)].The following certificate of deposit (CD) was released from a particular bank. Find the compound amount and the amount of interest earned by the following deposit. $4000 at 1.21% compounded semianually for 3 years. The compound amount is $ (Do not round until the final answer. Then round to the nearest cent as needed.) The interest earned is $. (Do not round until the final answer. Then round to the nearest cent as needed.)
- 1. RM X was deposited in a savings account at 4.8% interest compounded monthly. 56 months later, RM4200 was withdrawn from the account and the balance was RM3903.32. Using S=P(1+i)^n. No use excel. Find the value of X.(RM6480)O e) None of the above 15. You deposit $8,000 in a bank account today. You make another deposit of $14,000 into the account in year one and you make a third deposit of $10,000 in year two. The bank pays interest at 8 percent compounded annually. How much will you have in your account at the end of year 3? * a) $37,207 b) $35,207 c) $39,207 d) $40,502 e) None of the aboveThe following certificate of deposit (CD) was released from a particular bank. Find the compound amount and the amount of interest earned by the following deposit. $4000 at 1.07% compounded semianually for 3 years. The compound amount is $. (Do not round until the final answer. Then round to the nearest cent as needed.)