At the beginning of January 2019, you placed $5,200 in a CD (certificate of deposit) account with an interest rate of 1%, compounded monthly. You cannot get your money back out of the account until the end of December 2025, at which point it will have been earning interest for 7 full years. How much ? money will be in the account when you withdraw it? 5575.10
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- On March 1, 2021, you opened an account with a deposit of $500. You plan to continue to make $500 deposits every year until March 1, 2040, when you will make your last deposit. How much will be in the account on March 1, 2050 if the account earns 5% annually?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?January 1, 2022, you open a checking account with the same bank that you have your savings account. This bank gives you a bonus of 0.01% on your savings account, so you now have 0.02% interest on your savings account. You still are going to deposit $25 each paycheck twice a month into the savings and are not going to make any withdrawals. How much money will you have at the end of this year?
- You wish to have $10,000 on August 1, 2026. You plan to to make monthly deposits into an account with pays 5% monthly. Your first deposit will be on March 1, 2019, and your last will be on February 1, 2021. What are the size of your deposits?It is now January 1, 2018, and you will need $1,000 on January 1,2022, in 4 years. Your bank compounds interest at an 8% annual rate.a. How much must you deposit today to have a balance of $1,000 on January 1, 2022?b. If you want to make four equal payments on each January 1 from 2019 through 2022 to accumulate the $1,000, how large must each payment be? (Note that the payments begin a year from today.)c. If your father offers to make the payments calculated in part b ($221.92) or to give you$750 on January 1, 2019 (a year from today), which would you choose? Explain.d. If you have only $750 on January 1, 2019, what interest rate, compounded annually for3 years, must you earn to have $1,000 on January 1, 2022?e. Suppose you can deposit only $200 each January 1 from 2019 through 2022 (4 years).What interest rate, with annual compounding, must you earn to end up with $1,000 on January 1, 2022?f. Your father offers to give you $400 on January 1, 2019. You will then make six…It is now January 1, 2018. You will deposit $1,000 today into a savings account that pays 8 percent.a. If the bank compounds interest annually, how much will you have in your account on January 1, 2021?b. What would your January 1, 2021, balance be if the bank used quarterly compounding? c. Suppose you deposit $1,000 in 3 payments of $333.333 each on January 1 of 2019, 2020, and 2021.How much would you have in your account on January 1, 2021, based on 8 percent annual compounding?d. How much would be in your account if the 3 payments began on January 1, 2018? e. Suppose you deposit 3 equal payments in your account on January 1 of 2019, 2020, and 2021.Assuming an 8 percent interest rate, how large must your payments be to have the same ending balance asin part a?
- It is now January 1, 2018, and you will need $1,000 on January 1, 2022, in 4 years. Your bank compounds interest at an 8% annual rate.a. How much must you deposit today to have a balance of $1,000 on January 1, 2022?b. If you want to make four equal payments on each January 1 from 2019 through 2022 to accumulate the $1,000, how large must each payment be? (Note that the payments begin a year from today.)c. If your father offers to make the payments calculated in part b or to give you $750 on January 1, 2019 (a year from today), which would you choose? Explain.d. If you have only $750 on January 1, 2019, what interest rate, compounded annually for 3 years, must you earn to have $1,000 on January 1, 2022?e. Suppose you can deposit only $200 each January 1 from 2019 through 2022 (4 years). What interest rate, with annual compounding, must you earn to end up with $1,000 on January 1, 2022?f. Your father offers to give you $400 on January 1, 2019. You will then make six additional equal…Every year, on 1st January, starting in 2020 and ending in 2049 (so 30 payments), you deposit $1,000 into a bank account. What rate of return would you need to earn on the account so that on 31st December 2049, just after that year's interest was paid into the account, you had $50,000 in the account?Suppose you deposit $5,000 into an account at the end of 2021, $4,500 at the end of 2022, $4000 at the end of 2023, and $3500 at the end of 2024. if the account earns 6% interest annually, how much have yoù accumulated immediately after the last payment? A $19,750 B $16,742 $18,748 $17,746
- Today is Jan.1, 2019. Starting today you plan to invest $3000 every year, first deposit today and last deposit on Jan. 1, 2040. After that, you plan to leave the money in the same account until Jan. 1, 2060. However, the interest rate is 8% compounded quarterly until your last deposit and only 6% compounded annually after that. How much money will you have in your account on Jan. 1, 2060?How much do you need to deposit on April 1, 2019, so that you can make a series of monthly withdrawals of $500? The first withdrawal will be made on May 1, 2025, and the last is made on May 1, 2030. The interest rate is 10% compounded monthly.1. It is now January 1, 2018. You will deposit $1,000 today into a savings account that pays 8 percent.a. If the bank compounds interest annually, how much will you have in your account on January 1, 2021?b. What would your January 1, 2021, balance be if the bank used quarterly compounding? c. Suppose you deposit $1,000 in 3 payments of $333.333 each on January 1 of 2019, 2020, and 2021. How much would you have in your account on January 1, 2021, based on 8 percent annual compounding?d. How much would be in your account if the 3 payments began on January 1, 2018? e. Suppose you deposit 3 equal payments in your account on January 1 of 2019, 2020, and 2021. Assuming an 8 percent interest rate, how large must your payments be to have the same ending balance as in part a? 2. A $25,000 loan is to be repaid in equal installments at the end of each of the next 3 years. The interest rate is 10 percent, compounded annually. Calculate the loan repayment being made each year.