Answer:
The answer is b. $104,800
Explanation:
W-2 for Jan $52,300+ Sam $48,700 + canceled debt income of $1,800 + state lottery winnings of $2,000 = $104,800
Answer:
The correct answer is Production loss.
Explanation:
The quantifiable cost associated with the interruption of the operation of a pump is low when compared to the cost throughout its useful life in an installation carried out in a commercial building. However, the loss of comfort suffered by users of the building makes it advisable to have a spare pump.
Unlike what happens in production processes, stopping a pump from a commercial building almost never results in a loss of production. On the contrary, the interruption is usually translated into a loss of comfort. However, the immeasurable costs associated with downtime may be even higher if, for example, hotel guests run out of water. Therefore, it is always advisable to install a replacement pump to prevent comfort losses caused by an unexpected failure in the pumping system. The communication capabilities of electronically controlled pumps E help minimize downtime because replacement and repair work can be completed more quickly in the event of a breakdown. A backup pump is used to prevent downtime and consequent loss of comfort in the event of a breakdown.
Answer:
$150
Explanation:
Calculation to determine How much does the investor gain or lose if the oil price at the end of the contract equals $14.0
Using this formula
Gain or Loss =(Futures price- Ending contract)*Contract size
Let plug in the formula
Gain or Loss=$15.5 per barrel- $14.0* 100 barrels
Gain or Loss=$1.5*100
Gain or Loss=$150
Therefore How much does the investor gain or lose if the oil price at the end of the contract equals $14.0 will be $150
Failure<span>________ transparency ensures that the system will continue to operate in the event of a node failure.</span>
Answer:
B. $6,448,519
Explanation:
The computation of the present value of this growing annuity is given below:
PVA = [Cash flow at year 1 ÷ (interest rate - growth rate)] × {1 - [(1 + growth rate) ÷ (1 + interest rate)^number of years}
= [$675,000 ÷ (0.18 - 0.13)] × [1 - (1.13 ÷ 1.18)^15]
= $6,448,519
Hence, the correct option is b.
