Answer:
correct option is C. $1,250,000
Explanation:
given data
Light poles = $350,000
cost reimbursement = $65,000
electric power to residents = 1,250,000
to find out
which statement accounted for in an enterprise fund
solution
statement accounted for in an enterprise fund is here
particular amount
Equipment used for supplying $1250000
electric power to residents
enterprise fund $1250000
so correct option is C. $1,250,000
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Answer:
Net income of the company accounted for $400,000
Explanation:
Net income is the income or the amount of residual income from the earnings after deducting all the expense or cost from the sales.
The net income or loss of the company accounted for is computed as:
Net Income or Loss = Net Income - Research and Development cost
where
Net Income amounts to $3,400,000
Research and Development cost amounts to $3,000,000
So, putting the values above:
Net Income or loss = $3,400,000 - $3,000,000
Net Income = $400,000
Answer: i. €0.11
ii. €1.08
Explanation:
i. If we get 1 krona for every $0.13 then how many krona do we get per dollar?
= 1/0.13
= 7.69 Krona is to $1
If $1 is 7.69 Krona and $1 is also €0.85 then that means that,
€ 0.85 = 7.69 Krona
So for each Krona exchanged, we get how many Euro,
= 0.85/7.69
= 0.11
For each Krona exchanged, we get €0.11
ii. Following the example of the first question,
if £1 is to $1.12 then how many pounds are a dollar?
= 1/1.12
= 0.89
£0.89 is equal to a dollar.
if €1 is to $1.04 then how many euros are a dollar?
= 1/1.04
= 0.96
€0.96 are equal to a dollar.
This means that,
£0.89 = €0.96
So for every British Pound exchanged we get how many Euros?
= 0.96/0.89
= 1.078
= €1.08
For every British pound Exchanged, we get €1.08
Answer:
invoice price (dirty price) = $1,004.13
Explanation:
semi-annual coupon = $1,000 x 7% x 1/2 = $35
clean price = $1,001.25
accrued interest = (Jan. 30 - Jan. 15) x $35 x 1/182 = $2.88
invoice price (dirty price) = clean price + accrued interest = $1,001.25 + $2.88 = $1,004.13
the dirty price or invoice price of a bond includes any accrued interest that the bond may have earned in the period between the last coupon payment and the transaction date.
