b. Find the average daily balance of Marie's bank account for the first quarter of 2023. c. Compute for the interest amount she will end at the of the first quarter of 2023.
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- 1. Jim has a credit card with a credit limit of $9000.00. For each of the following monthly balance, calculate the minimum monthly payment. Minimum Balance Work/Reasoning Payment $8.50 $40.00 $550.00 $9120.00 $7862.95sequencesBella deposits $6400 in a savings account at a bank that offers interest of 1.8% on such accounts. What is the value of the money in her savings account in two year's time? Select one: a. $6,630.4 b. $6,632.5 C. $8,911 O d. d. $6,505.2 <
- Accounting Allie deposits money into her savings account each month. The table shows the balance in the account for the corresponding month. Time (months ) 8 10 12 14 Money (dollars ) 350 410 470 530 How much money was in Allie's account before she started making monthly depositsdeposits?Every year on 1st January between 2020 and 2049 inclusive (so 30 times), you deposit $1,000 into a bank account. Each year, the bank account returns a rate of interest equal to that year less 2000. (So in 2020, the account earns 20%, in 2021, 21% etc). How much will you have in the bank account on 31st December 2049, just after that year's interest has been paid? A $35,734,347.81 B $35,734,347.82 C $35,734,347.83 D $35,734,347.84Answer the following (up to two decimal points) by showing the working calculation. The rates of the months for 2018 are shown in the table below. There are 28 days in February and assume you withdraw hibah at the end of each month. Any positive or negative increment in the monthly rates shown is based on the basic rate. You open a new wadiah account with a deposit of RM5000 on 28.01.2018. You deposit another RM1000 and RM5500 on 13.02.2018 and 30.03.2018 respectively. Again, you deposit another RM1550 on 31.05.2018. Then, you deposit another RM8500 on 10.06.2018 but withdraw RM5000 on 28.06.2018. On 15.12.2018, you withdraw another RM2000 from the account and then withdraw again another RM3250 on 28.12.2018. What will be your total hibah on 30.12.2018? Table 1: Monthly rates Month Rate (%) Jan 4.00%* Feb +0.00% March +0.10% April -0.10% May +0.10% June +0.20% July -0.10% Aug +0.20% Sept +0.10% Oct +0.20% Nov -0.10% Dec +0.00% * Basic rate 2. Suggest two (2) financial instruments or…
- Problem:Answer the following questions completely. Show all computations. Round off only the final answers to two decimal places.On June 26, 2019, Naomi obtained a loan of P150,000 from a local businessman. The interest rate on the loan was 7.75% and it is to be paid on November 15, 2020.1. What is the exact time from June 26, 2019, to November 15, 2020? 2. What is the approximate time from June 26, 2019, to November 15, 2020? 3. What is the Ordinary simple interest using exact time? 4. What is the Ordinary simple interest using approximate time? 5. What is the Exact simple interest using exact time? 6. What is the Exact simple interest using approximate time? 7. If Naomi was given the option to choose the type of interest to use, which should she had chosen? Explain why in one sentence.You, as a University of Bahrain Business School student, plan to make a series of deposits in an interest-bearing account at National Bank of Bahrain (NBB) for thefuture. You will deposit at the end of each year, BHD 55,692, BHD 55,860, BHD 41,636, BHD 29,398 and BHD 57,276 respectively. If the interest rate is 6%, howmuch will you have after 5 years?Need help with following questions 1,2,3,4,5
- Anita opens a savings account. At the start of each month she deposits SX into the savings account. At the end of each month, after interest is added into the savings account, the bank withdraws $2500 from the savings account as a loan repayment. Let M be the amount in the savings account after the n" withdrawal. The savings account pays interest of 4.2% per annum compounded monthly. (i) Show that after the second withdrawal the amount in the savings account is given by M = X(1.0035 + 1.0035)- 2500(1.0035 + 1). %3D (ii) Find the value of X so that the amount in the savings account is $80 000 after the last withdrawal of the fourth year.You decide to make monthly $2000 deposits into an account that pays 4% compounded monthly. If your first deposit was on January 1, 2019, then how much is in the account immediately after the deposit on January 1, 2025?Morgana deposits £1000 into her bank account on the 1st of January every year with the first deposit being on 1st January 2016. The bank adds 3% interest to her deposit every 31st December. (a) Show that, after interest has been paid on 31st of December 2018, the balance in her account (assuming no withdrawals and no other deposits during this time) is 1000 × 1.033 + 1000 × 1.032 + 1000 × 1.03 (b) During which year (assuming that she continues in this fashion and her bank continues to pay 3%) will her balance exceed £50,000?