You have been accepted into college. The college guarantees that your tuition will not increase for the four years you attend college. The first $11,000 tuition payment is due in six months. After that, the same payment is due every six months until you have made a total of eight payments. The college offers a bank account that allows you to withdraw money every six months and has a fixed APR of 4.1% (with semiannual compounding) guaranteed to remain the same over the next four years. How much money must you deposit today if you intend to make no further deposits and would like to make all the tuition payments from this account, leaving the account empty when the last payment is made? (Note: Be careful not to round any intermediate steps less than six decimal places.) The amount of money you must deposit today is $ (Round to the nearest cent.)
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- You have been accepted into college. The college guarantees that your tuition will not increase for the four years you attend college. The first $10,200 tuition payment is due in six months. After that, the same payment is due every six months until you have made a total of eight payments. The college offers a bank account that allows you to withdraw money every six months and has a fixed APR of 4.1% (with semiannual compounding) guaranteed to remain the same over the next four years. How much money must you deposit today if you intend to make no further deposits and would like to make all the tuition payments from this account, leaving the account empty when the last payment is made?(Note: Be careful not to round any intermediate steps less than six decimal places.) The amount of money you must deposit today is $nothing.You have been accepted into college. The college guarantees that your tuition will not increase for the four years you attend college. The first $11,500 tuition payment is due in six months. After that, the same payment is due every six months until you have made a total of eight payments. The college offers a bank account that allows you to withdraw money every six months and has a fixed APR of 4.4% (with semiannual compounding) guaranteed to remain the same over the next four years. How much money must you deposit today if you intend to make no further deposits and would like to make all the tuition payments from this account, leaving the account empty when the last payment is made? (Note: Be careful not to round any intermediate steps less than six decimal places.) The amount of money you must deposit today is $ ______(Round to the nearest cent.)You have been accepted into college. The college guarantees that your tuition will not increase for the four years you attend college. The first $10,500 tuition payment is due in six months. After that, the same payment is due every six months until you have made a total of eight payments. The college offers a bank account that allows you to withdraw money every six months and has a fixed APR of 4.5% (with semiannual compounding) guaranteed to remain the same over the next four years. How much money must you deposit today if you intend to make no further deposits and would like to make all the tuition payments from this account, leaving the account empty when the last payment is made?
- You have been accepted into college. The college guarantees that your tuition will not increase for the four years you attend college. The first $10,300 tuition payment is due in six months. After that, the same payment is due every six months until you have made a total of eight payments. The college offers a bank account that allows you to withdraw money every six months and has a fixed APR of 3.6% (with semiannual compounding) guaranteed to remain the same over the next four years. How much money must you deposit today if you intend to make no further deposits and would like to make all the tuition payments from this account, leaving the account empty when the last payment is made? (Note: Be careful not to round any intermediate steps less than six decimal places.)36) You have been accepted into college. The college guarantees that your tuition will not increase for the four years you attend college. The first $10,000 tuition payment is due in six months. After that, the same payment is due every six months until you have made a total of eight payments. The college offers a bank account that allows you to withdraw money every six months and has a fixed APR of 4.0% (semiannual) guaranteed to remain the same over the next four years. How much money must you deposit today if you intend to make no further deposits and would like to make all the tuition payments from this account, leaving the account empty when the last payment is made? (Note: Be careful not to round any intermediate steps less than six decimal places.) The amount of money you must deposit today is $______ (Round to the nearest cent.)You have been accepted into university. The university guarantees that your tuition will not increase for the four years you attend. The first $11,300 tuition payment is due in six months. After that, the same payment is due every six months until you have mad a total of eight payments. The university offers a bank account that allows you to withdraw money every six months and has a fixed APR of 3.9% (compounded semi-annually) guaranteed to remain the same over the next four years. How much money must you deposit today if you intend to make no further deposits and would like to make all the tuition payments from this account, leaving the account empty when the last payment is made? (Note: Be careful not to round any intermediate steps less than six decimal places.) The amount of money you must deposit today is S (Round to the nearest cent.)
- The EZ Credit Company offers to loan a college student $6,000 for school expenses. Repayment of the loan will be in monthly installments of $304.07 for 24 months. The total repayment of money is $7,297.68, which includes the original $6,000, $1,207.04 in interest charges, and $90.64 for a required life insurance policy covering the amount of the loan. Assume monthly compounding of interest. What nominal interest rate is being charged on this loan?On the day you entered college, you borrowed $30,000 from your local bank. The terms of the loan include an interest rate of 4.75 percent. The terms stipulate that the principal is due in full one year after you graduate. Interest is to be paid annually at the end of each year. Assume that you complete college in four years. How much total interest will you pay on this loan assuming you paid as agreed?Suppose that you borrow $5500 for your first year and $6500 for your second year (the maximum amounts for a dependent student), as federal direct student loans at a 4.29% interest rate. Suppose that each loan begins on September 1 of its year, that you finish college in four years, that you do not pay the accruing interest in the meantime, and that you begin repayment on December 1 after graduation. You also borrow $7500 for each of your third and fourth years, again on September 1, all at a 4.29% interest rate. You finish college in four years, and you begin repayment on December 1 after graduation.What is your total debt then, and how much of that is interest?
- You finance your college education with a student loan. Every month, you borrow $1,000 to pay for living expenses. While in college, you do not have to pay interest on the loan, nor do you need to pay back any loan principal. However, the interest accrues to your loan balance. Assume an annual interest rate of 6% on your student loan, what will be your loan balance when you graduate in four years (round your answer to the nearest dollar)? $52,495 None of these are correct $48,000 $54,098 50,880You decide to open a retirement account at your local bank that pays 8%/year/month (8% per year compounded monthly). For the next 20 years you will deposit $400 per month into the account, with all deposits and withdrawals occurring at the end of the month. On the day of the last deposit, you will retire. Your expenses during the first year of retirement will be covered by your company’s retirement plan. As such, your first withdrawal from your retirement account will occur on the day exactly 12 months after the last deposit.You will be in graduate school for the next two years. You borrowed some money from the bank for your graduate education, which the bank has accepted to be paid after you graduate from school in three years. The bank has accepted to the following payment plan: from the beginning of Year 3 (25th month) to end of year 5 (60th month), pay $950 per month 25 and increase payment by 2% every month thereafter. How much money should you put aside each month (equal amount) for the first 24 months (during graduate school) such that you can pay the loan back after graduation? Use an APR of 12%, compounded monthly.