The detailed cashflow is shown below. Explanation and excel formula view is after this table
Formula View-
Explanation- It is given that the interest rate is 7, so today's total deposit would be 1.07 times higher the next year. So next year's deposit would be today's deposit*1.07+next year's added deposit. This is what the formula is doing. For example, in year 2, the total deposit is 14000 (which gets added in year 2) and 1.07 times 15000 (which was added in year one). The same is being done for year 3 and so on.
As we can see, the total amount right after depositing 11000 is 75536.
can you please solve it by axcel thank you for your help 2.52 Five annual deposits...
Five annual deposits in the amounts of $9,000, $8,000, $7,000, $6,000, and $5,000, in that order, are made into a fund that pays interest at a rate of 10% compounded annually Determine the amount in the fund immediately after the fifth deposit
Question 3 Kim deposits her annual bonus into a savings account that pays 10% interest compounded monthly. The size of the bonus increases annually. The size of the bonus increases by $1,000 each year, and the initial bonus amount is $3,000. Determine how much will be in the account immediately after the fifth deposit.
1. Deposits are to be made to a fund each January 1 and July 1 for the years 2020 through 2030. The deposit made on each July 1 will be 10.25% greater than the one made on the immediately preceding January 1. The deposit made each January 1 (except for January 1, 2020) will be the same amount as the delposit made on the immediately preceding July 1. The fund will be credited with interest at the nominal annual rate...
What is the amount of five equal annual deposits that can provide five annual 9 withdrawals, where a first withdrawal of $1,000 is made at the end of year 6 and subsequent withdrawals increase at the rate of 10% year over the previous year's if the interest rate is 10% compounded annually? (a) $745 (b) $789 (c) $1,000 (d) $1,563 What is the amount of five equal annual deposits that can provide five annual 9 withdrawals, where a first withdrawal...
What is the amount of five equal annual deposits that can provide five annual withdrawls, where a first withdrawl of $1000 is made at the end of year 6 and subsequent withdrawls increase at a rate of 10% year over the previous year’s if the interest rate is 10% compounded annually? Step by step
An individual deposits an annual bonus into a savings account that pays 5% interest compounded annually. The size of the bonus increases by $4.600 each year, and the initial bonus amount was $20,000. Determine how much will be in the account immediately after the sixth deposit. A. $197,000 OB. $209.808 C. $300,523 D. $296,087
pls solve this mathematically without the use of excel. thank you. A sinking fund is set up to accumulate $70,000. The fund pays j1 = 15%. Annual deposits of $5,000 are made to the fund. (a) How much interest does the fund earn during the year between the 5th and 6th deposits? (b) How many $5,000 deposits are required? (c) What is the size of the final smaller deposit? (Explain your answer).
Wiseman Video plans to make four annual deposits of $2,000 each to a special building fund. The fund's assets will be invested in mortgage instruments expected to pay interest at 12% on the fund's balance. (FV of S1, PV of $1, FVA of $1. PVA of $1. FVAD of $1 and PVAD of $1) (Use appropriate factor(s) from the tables provided.) Determine how much will be accumulated in the fund on December 31, 2024, under each of the following situations....
6,7 pls 6. A person deposits $1,000 in an account each year for five years beginning at the end of year 1). At the end of the fifth year (immediately after the deposit), one half of the account balance is withdrawn. $2,000 is deposited annually for five more years (starting at the end of year 6), and the total balance is withdrawn at the end of the 15th year. There are no additional deposits made in years 11 - 15....
Question (3) Mary made five annual deposits of $6,000 in a savings account that pays interest at a rate of 6% per year. One year after making the last deposit, the interest rate changed to 10% per year. Five years after the last deposit, how much accumulated money can she withdraw from the account?