Question

deposits are made at the end of the years 1 thought 7 into an account paying...

deposits are made at the end of the years 1 thought 7 into an account paying 6%. the first deposit equals $5000 and each deposit will increase by $1000 each year thereafter. after the last deposit assume no deposits or withdrawals are made.determine the amount in the account immediately after ten years.

Homework Answers

Answer #1
SCENARIO 1
add total
1st year end 5000 6 300 5300
2 5300 6 318 1000 6618
3 6618 6 397 2000 9015
4 9015 6 541 3000 12556
5 12556 6 753 4000 17309
6 17309 6 1039 5000 23348
7 23348 6 1401 6000 30749
8 30749 6 1845 7000 39594
9 39594 6 2376 8000 49969
10 49969 6 2998 9000 61967
AMOUNT AFTER 10 YEARS WILL BE 61967
SCENARIO 2
add total
1st year end 5000 6 300 5300
2 5300 6 318 1000 6618
3 6618 6 397 1000 8015
4 8015 6 481 1000 9496
5 9496 6 570 1000 11066
6 11066 6 664 1000 12730
7 12730 6 764 1000 14493
8 14493 6 870 1000 16363
9 16363 6 982 1000 18345
10 18345 6 1101 1000 20446
AMOUNT AFTER 10 YEARS WILL BE 20446
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
An annual deposits of A1=$1,900 in a saving account is made for 6 years starting years...
An annual deposits of A1=$1,900 in a saving account is made for 6 years starting years 2. In year 8, a one- time withdrawal of $3,400 is made. In year 12, a one-time deposit of $2,200 is made. Then another series of annual deposits of A2 for 7 years started in year 14, increasing by $160 every year. If a one-time withdrawal of $1,100 was made in year 21 and the present worth of the whole amounts of deposits and...
Mr. Gonzales has made beginning-of-year deposits into an investment account for the past 21 years. Each...
Mr. Gonzales has made beginning-of-year deposits into an investment account for the past 21 years. Each deposit was $5500, and the account earned interest at a rate of 4.5% APR, compounded quarterly, each year. Having made his last deposit one year ago, he now plans to transfer all of the accumulated funds today into a money-market account that earns an APR of 1.50% compounded quarterly. If he plans to withdraw $4000 from the account at the end of each quarter...
A man deposits $17,000 at the beginning of each year for 10 years in an account...
A man deposits $17,000 at the beginning of each year for 10 years in an account paying 7​% compounded annually. He then puts the total amount on deposit in another account paying 9​% compounded semiannually for another 9 years. Find the final amount on deposit after the entire 19​-year period. He will have a final amount of ​$ after the entire 1919​-year period.
Annual deposits are made every year from n=1 to n=25 into an account paying 3% annual...
Annual deposits are made every year from n=1 to n=25 into an account paying 3% annual interest. The first deposit is $400 at n=1. Each year the deposits are increased by 3%. SO: $400 at n=1, $412 at n=2, $424.36 at n=3, …. Just after the 25th deposit, the value of the account is closest to: A: $21,566 B: $20,328 C: $10,300 D: $9,709
Q5) Selima deposits $5000 ( t = 0 years) in an account paying r(2) = 3.00%.At...
Q5) Selima deposits $5000 ( t = 0 years) in an account paying r(2) = 3.00%.At the end of 4 years (t = 4 years) she adds another $9000 to her account and the interest rate changes to r(2) = X%. After another 3 years ( t = 7 years) she adds another $7000 to her account and the interest changes to r(2) = 3.00%. At the end of 11 years, she has $27567.44 in her account. a) How much...
No.1 Beginning one year from now, six annual deposits of $2,000 each will be made into...
No.1 Beginning one year from now, six annual deposits of $2,000 each will be made into an account paying 8%. What will be the balance in the account after the sixth deposit? No.2 What amount must be deposited at 10% in an account on January 1, 2019 if it is desired to make equal annual withdrawals of $5,000 each beginning on Janaury 1, 2020? The last withdrawal will occur on January 1, 2023.
Suppose that you decide to make annual deposits into your savings account for a long-term goal...
Suppose that you decide to make annual deposits into your savings account for a long-term goal of big purchases after getting a job, with the first deposit being made on year 2023 and the last deposit being made on year 2032. Then, starting on year 2035, the withdrawals start with \$2,800 and increment by \$600 until the end of year 2038. If the effective annual interest rate is 5\% during this period of time, what are the annual deposits in...
A woman worked for 30 years before retiring. At the end of the first year of...
A woman worked for 30 years before retiring. At the end of the first year of employment she deposited 5000 into an account for her retirement. At the end of each subsequent year of employment, she deposited 3% more than the prior year. The woman made a total of 30 deposits. She will withdraw 50,000 at the beginning of the first year of retirement and will make annual withdrawals at the beginning of each subsequent year for a total of...
A man deposits ​$16,000 at the beginning of each year for 18 years in an account...
A man deposits ​$16,000 at the beginning of each year for 18 years in an account paying 6​% compounded annually. He then puts the total amount on deposit in another account paying 9​% compounded semiannually for another 13 years. Find the final amount on deposit after the entire 31​-year period. He will have a final amount of $____? after the entire 31-year period ​(Simplify your answer. Round to the nearest cent as​ needed.)
1. For the next 6 years, you pan to make equal quarterly deposits of $600.00 into...
1. For the next 6 years, you pan to make equal quarterly deposits of $600.00 into an account paying 8% compounded quarterly. How much will be the total you have at the end of the time? 2. How much money will you have to deposit now if you wish to have $5,000 at the end of 8 years. Interest is to be at the rate of 6% compounded semiannually? 3. In the California “Million Dollar Lottery” a winner is paid...