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3. BBC Gyms showed a profit of $261,000...
BBC Gyms showed a profit of $700,000 last year and the owner of the gyms expects...
BBC Gyms showed a profit of $700,000 last year and the owner of the gyms expects her profits to increase by $35,000 each year for the foreseeable future. The owner plans to invest a quarter of her profits into an account that will pay 3% interest annually. Assume a continuous income stream and a continuous compounding of interest. Which of the following represents R(t), the income stream function for this investment? dollars in yeart R(t) - OR(t) = 25(700,000)(.05) OR(t)...
BBC Gyms showed a profit of $700,000 last year and the owner of the gyms expects...
BBC Gyms showed a profit of $700,000 last year and the owner of the gyms expects her profits to increase by 5% each year for the foreseeable future. The owner plans to invest half of her profits into an account that will pay 2.35% interest annually. Assume a continuous inconše stream and a continuous compounding of interest. Which of the following represents R(t), the income stream function for this investment? dollars in yeart R(t)- OR(t) = 5(700,000 + 35,0001) OR(t)...
A university is planning to expand in 10 years. To meet the anticipated cost of the...
A university is planning to expand in 10 years. To meet the anticipated cost of the expansion, they begin investing money into an account that yields 4.5% interest, compounded continuously. The university plans to invest a continuous stream of R(t) = 8.6(1.07')million dollars per year over the next 10 years. Check: R(3) = 10.5353698 1. How much money will the university invest over the next 10 years? 122.933 million dollars 4 II. What is the 10-year future value of the...
please show all work and steps thank you :) Starting at age 25, you deposit $2000...
please show all work and steps thank you
:)
Starting at age 25, you deposit $2000 a year into an IRA account for retirement. Treat the yearly deposits into the account as a continuous income stream. If money in the account earns 5%, compounded continuously, how much will be in the account 40 years later, when you retire at age 65? How much of the final amount is interest? What is the value of the IRA when you turn 65?...
please show all work and steps thank you :) Starting at age 25, you deposit $2000...
please show all work and steps thank you
:)
Starting at age 25, you deposit $2000 a year into an IRA account for retirement. Treat the yearly deposits into the account as a continuous income stream. If money in the account earns 5%, compounded continuously, how much will be in the account 40 years later, when you retire at age 65? How much of the final amount is interest? What is the value of the IRA when you turn 65?...
For the year ending December 31, 2017, sales for Corporation Y were $63.51 billion. Beginning January...
For the year ending December 31, 2017, sales for Corporation Y were $63.51 billion. Beginning January 1, 2018 Corporation Y plans to invest 7.5% of their sales amount each year and they expect their sales to increase by 5% each year over the next three years. Corporation Y invests into an account earning an APR of 2.3% compounded continuously. Assume a continuous income stream. How much money will be in the investment account on December 31, 2020? Round your answer...
For the year ending December 31, 2017, sales for Corporation Y were $61.31 billion. Beginning January...
For the year ending December 31, 2017, sales for Corporation Y were $61.31 billion. Beginning January 1, 2018 Corporation Y plans to invest 7.5% of their sales amount each year and they expect their sales to increase by 5% each year over the next three years. Corporation Y invests into an account earning an APR of 1.5% compounded continuously. Assume a continuous income stream. How much money will be in the investment account on December 31, 2020? Round your answer...
For the year ending December 31, 2017, sales for Corporation Y were $60.61 billion. Beginning January...
For the year ending December 31, 2017, sales for Corporation Y
were $60.61 billion. Beginning January 1, 2018 Corporation Y plans
to invest 8.5% of their sales amount each year and they expect
their sales to increase by 4% each year over the next three
years.
Corporation Y invests into an account earning an APR of 1.3%
compounded continuously. Assume a continuous income stream.
How much money will be in the investment account on December 31,
2020?
Round your answer...
51 and 52 tream over he generated at the sea verwei + 20 thousand dollars/ye woening...
51 and 52
tream over he generated at the sea verwei + 20 thousand dollars/ye woening of the te he period is 5 sult of increas er of alcohol- eliminary data as been chang- 49. FUTURE VALUE Vegan Restaurant expect operation, revenue will be generar R(O) = 100 + 20 thousand number of years after the grand on If the prevailing rate of interest compounded continuously, what wil will be the value cod of 5 years? Find the Un country....
question #1 question #2 question #3 $4000000 2000000 100000 200000 50000 40000 Sales Less: Cost of...
question #1
question #2
question #3
$4000000 2000000 100000 200000 50000 40000 Sales Less: Cost of goods sold Gross Profit Less: Operating expenses Selling expenses General and administrative expenses Lease expenses Depreciation expenses Total operating expenses Operating profits Less: Interest expenses Net profit before taxes Less: Taxes (use table 3) Net profit after taxes Less: Preferred stock dividends Earnings available for common stockholders Earnings per share 100000 50000 Return on Assets (ROA) Return on Equity (ROE) Inventory Turnover Net profit...
BBC Gyms showed a profit of $700,000 last year and the owner of the gyms expects her profits to increase by $35,000 each year for the foreseeable future. The owner plans to invest a quarter of her profits into an account that will pay 3% interest annually. Assume a continuous income stream and a continuous compounding of interest. Which of the following represents R(t), the income stream function for this investment? dollars in yeart R(t) - OR(t) = 25(700,000)(.05) OR(t)...
BBC Gyms showed a profit of $700,000 last year and the owner of the gyms expects her profits to increase by 5% each year for the foreseeable future. The owner plans to invest half of her profits into an account that will pay 2.35% interest annually. Assume a continuous inconše stream and a continuous compounding of interest. Which of the following represents R(t), the income stream function for this investment? dollars in yeart R(t)- OR(t) = 5(700,000 + 35,0001) OR(t)...
A university is planning to expand in 10 years. To meet the anticipated cost of the expansion, they begin investing money into an account that yields 4.5% interest, compounded continuously. The university plans to invest a continuous stream of R(t) = 8.6(1.07')million dollars per year over the next 10 years. Check: R(3) = 10.5353698 1. How much money will the university invest over the next 10 years? 122.933 million dollars 4 II. What is the 10-year future value of the...
please show all work and steps thank you
:)
Starting at age 25, you deposit $2000 a year into an IRA account for retirement. Treat the yearly deposits into the account as a continuous income stream. If money in the account earns 5%, compounded continuously, how much will be in the account 40 years later, when you retire at age 65? How much of the final amount is interest? What is the value of the IRA when you turn 65?...
please show all work and steps thank you
:)
Starting at age 25, you deposit $2000 a year into an IRA account for retirement. Treat the yearly deposits into the account as a continuous income stream. If money in the account earns 5%, compounded continuously, how much will be in the account 40 years later, when you retire at age 65? How much of the final amount is interest? What is the value of the IRA when you turn 65?...
For the year ending December 31, 2017, sales for Corporation Y were $61.31 billion. Beginning January 1, 2018 Corporation Y plans to invest 7.5% of their sales amount each year and they expect their sales to increase by 5% each year over the next three years. Corporation Y invests into an account earning an APR of 1.5% compounded continuously. Assume a continuous income stream. How much money will be in the investment account on December 31, 2020? Round your answer...
For the year ending December 31, 2017, sales for Corporation Y
were $60.61 billion. Beginning January 1, 2018 Corporation Y plans
to invest 8.5% of their sales amount each year and they expect
their sales to increase by 4% each year over the next three
years.
Corporation Y invests into an account earning an APR of 1.3%
compounded continuously. Assume a continuous income stream.
How much money will be in the investment account on December 31,
2020?
Round your answer...
51 and 52
tream over he generated at the sea verwei + 20 thousand dollars/ye woening of the te he period is 5 sult of increas er of alcohol- eliminary data as been chang- 49. FUTURE VALUE Vegan Restaurant expect operation, revenue will be generar R(O) = 100 + 20 thousand number of years after the grand on If the prevailing rate of interest compounded continuously, what wil will be the value cod of 5 years? Find the Un country....
question #1
question #2
question #3
$4000000 2000000 100000 200000 50000 40000 Sales Less: Cost of goods sold Gross Profit Less: Operating expenses Selling expenses General and administrative expenses Lease expenses Depreciation expenses Total operating expenses Operating profits Less: Interest expenses Net profit before taxes Less: Taxes (use table 3) Net profit after taxes Less: Preferred stock dividends Earnings available for common stockholders Earnings per share 100000 50000 Return on Assets (ROA) Return on Equity (ROE) Inventory Turnover Net profit...
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