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Kwaku Addo earns $4200 per month take-home pay and has the funds directly deposited in his checking account. He spends only about $3500 per month, and the excess funds have been building up in his account for about one year.
(a) What other types of accounts are available to Kwaku?
(b) How might he
(c) How might he use electronic money management to accomplish these tasks?
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- Steve has maxed out his credit card and owes $22,000. The annual interest on his credit card is 18.25%. a. The minimum payment for some credit cards is 2% of what you owe. What is Steve’s minimum payment? b. Suppose Steve continues to pay the amount found in part a, how long until he has paid off her credit card dept? Assume he doesn’t charge anything else. c. What is the total amount he spent to cover the $22,000 debt? d. Suppose Steve decides to pay $750 per month, how long until he pays off the credit card? e. How much does she save by paying $750 a month? f. Suppose Steve is getting married in 25 months, what should he pay every month to clear hiscredit card debt by the time he is married?Cassidy has recently begun keeping her spending under control, but she still cannot fully pay off her credit card. She maintains an average monthly balance of about $1200, and her card charges a 21.6% annual interest rate, which it bills at a rate of 1.8% per month. How much is she spending on credit card interest per year?Ralph has two accounts with South Trust National Bank. Over the summer, he mows lawns and deposits his earnings weekly into his savings account. Ralph also eats out every day and uses the money in his checking account to pay for his meals. Besides these two transactions, he does not deposit or withdraw funds from either of these accounts.The amount in his savings account over time is represented in the table below. He spends$50 on food each week, and after three weeks, he has $1,600 in his checking account. Ralph Saving Account Weeks Total Amount 0 2 700 6 1100 12 1700 Part A How much money was in his saving account initially (at week zero)? Show how you determine your answer. Part B Create an equation to model Ralph’s savings account and create another equation to model Ralph’s checking account. After how many weeks will he have more money in his saving account?