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Zielflug [23.3K]
2 years ago
9

Marceille plans to save $50 every three months over the next 5 years. How much will be in her account when she makes the last de

posit, if her account earns a nominal interest rate of 6 percent, compounded quarterly?
Business
1 answer:
marta [7]2 years ago
5 0

Answer:

amount = $1156.18

Explanation:

given data

save = $50

time = 5 year

interest rate = 6 percent

solution

here number of payment per annual will be 4

so interest rate per period will be

interest rate = \frac{0.06}{4}    .

interest rate = 1.50 %

and no of period will be = 5 × 4 = 20

and payment per period is $50

we apply here amount formula formula after 5 year

amount = payment per period × \frac{(1+r)^t-1}{r}   ....................1

amount = $50 ×  \frac{(1+0.015)^{20}-1}{0.015}  

amount = $1156.18

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In general, if you have more types of deductions on your tax, the 1040 forms maybe more appropriate for you because it provide you with various options to claim deductions or credit.
The 1040Ez on the other hand only offer a simple format that only beneficial for taxpayers who made certain conditions.
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If sammy scores nearly the same every time he takes a test, it can be concluded that the test is _____.
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the  answer is reliable

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3 years ago
Exercise 5-12 Presented below is the trial balance of Larkspur Corporation at December 31, 2017. Debit Credit Cash $ 200,490 Sal
shutvik [7]

Answer:

       2017 Balance Sheet

$1,368,060  TOTAL CURRENT ASSETS  

$2,637,630  TOTAL NONCURRENT ASSETS  

$4,005,690  TOTAL ASSETS  

   $792,730  TOTAL CURRENT LIABILITIES  

$1,906,980  TOTAL NONCURRENT LIABILITIES  

$2,699,710  TOTAL LIABILITIES  

$1,305,980  TOTAL EQUITY  

$4,005,690  TOTAL EQUITY + LIABILITIES  

Explanation:

Liquidity it's define as the speed of an assets to be converted to cash,

the assets that take less days to buy or to sold are more liquid than others.

Cash it's the assets most liquid then are the Accounts Receivables and Inventories for last, in the middle exist different assets as Equity investments.

Prepaid expenses are not liquid because these accounts doesn't means the company could get cash if not that the company have  rights over something.

      2017 Balance Sheet

$200,490 Cash

$157,080 Debt Investments  

$410,000 Accounts Receivable

$600,490 Inventory

$1,368,060  TOTAL CURRENT ASSETS  

$264,080 Land

$604,080 Equipment

-$60,000 Accum Depreciation

$1,043,490 Buildings

-$152,000 Accum Depreciation

$195,000 Patents

$280,490 Equity  Investments  

$160,000 Other Assets Intangibles

$302,490 Debt Investments  

$2,637,630  TOTAL NONCURRENT ASSETS  

$4,005,690  TOTAL ASSETS  

$459,080  Accounts Payable  

$94,080   Notes Payable  

$100,080  Accrued Liabilities  

$139,490  Dividends Payable  

$792,730  TOTAL CURRENT LIABILITIES  

$903,490  Notes Payable  

$1,003,490  Bond Payable  

$1,906,980  TOTAL NONCURRENT LIABILITIES  

$2,699,710  TOTAL LIABILITIES  

$1,004,080  Common Stock  

-$195,080  Treasury Stocks  

$83,490    Paid in Capital  

$413,490  Retained Earnings  

$1,305,980  TOTAL EQUITY  

$4,005,690  TOTAL EQUITY + LIABILITIES  

Income Statement  

Sales                         $8,104,080  

Depreciation           -$4,800,000  

MARGEN BRUTO   $3,304,080  

Selling Expenses     -$2,004,080  

Adm Expenses            -$901,820  

Interest Expenses         -$212,820  

Income Statement         $185,360  

Investment Revenue        $64,820  

Gain                                 $81,820  

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After retirement, you expect to live for 24 years. You would like to have $75,000 income each year. How much should you have sav
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Answer:

The amount that you should have saved in your retirement account to receive this income is:

= $727,995.88.

Explanation:

a) Data and Calculations:

Expected lifespan = 24 years

Expected annual income = $75,000

Interest rate per year = 9%

The amount of savings in the retirement account to receive this income is calculated from an online financial calculator as follows:

N (# of periods)  24

I/Y (Interest per year)  9

PMT (Periodic Payment)  75000

FV (Future Value)  0

 

Results

PV = $727,995.88

Sum of all periodic payments = $1,800,000.00

Total Interest = $1,072,004.12

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