The present value of the investment future value is $38,628.40
What is present value?
Present value is the today's worth of a future amount when discounted or expressed in today's dollar equivalence.
The present value of a single future cash flow can be determined using the present value formula below:
PV=FV/(1+r/365)^(N*365)
PV=present value=unknown
FV=future value=$95,000
r=discount rate=9%
N=number of years before the future amount is received=10
365 is an indication of number of years in a year since discounted is compounded daily.
PV=$95,000/(1+9%/365)^(10*365)
PV=$38,628.40
The present value can be further understood using the link below:
brainly.com/question/18490474
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Answer:
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Answer:
$90,400
Explanation:
Mondale Winery depreciates it's equipment by making use of the group method.
The cost of equipment that was purchased in 2021 totaled $565,000
The residual value of the equipment was $54,000
The group depreciation rate is 16%
= 16/100
= 0.16
Therefore, the annual depreciation can be calculated as follows
Annual depreciation= Cost of equipment × Group depreciation rate
= $565,000×0.16
= $90,400
Hence the annual depreciation for the group is $90,400
Answer:
PV=?
N=3
FV= 47,700
PMT= 17,000
I= 5%
Put values in financial calculator
Pv=$87,500
Now use this value to calculate residual value at the end of year 4
PV= 87,500
N=4
Fv=?
PMT= -17,000
I=5
$33,084= residual value in 4 years.
Explanation:
Answer:
Cash Dr 10975
To Sales $10,000
To Sales Tax Payable $975 ($10,000 × 9.75%)
(Being the cash is recorded)
Explanation:
The journal entry is shown below;
Cash Dr 10975
To Sales $10,000
To Sales Tax Payable $975 ($10,000 × 9.75%)
(Being the cash is recorded)
For recording this we debited the cash as it increased the assets and credited the sales and sales tax payable as it also increased the revenue and liabilities
