Answer:
$818,935
Explanation:
Percentage of-revenue method:
$4,000,000
($4,000,000 + 6,500,000) = $10,500,000
Hence;
$4,000,000/$10,500,000
= 38.09 %
Amortization = 38.09% ×$2,150,000
= $818,935
Therefore the amortization of the software development costs would be $818,935
Answer:
0.8314
Explanation:
First, we are given the following
Unemployment during on Average = U= 12.7 weeks
Standard deviation= SD = 0.3 Weeks
Therefore, P (12 Greater than x Greater than 13)
= P (12-12.7 /0.3 Greater than X -U/SD Greter than 13-12.7/0.3)
= P (-0.7/0.3 Greater than Z Greater than 0.3/0.3)
= P (-2.33 Greater than Z Greater than 1)
= P (Z Greater than 1) - P (Z Greaer than -2.33)
At this Point we make use of he Z table to find out the figure
= 0.8413 - 0.0099
= 0.8314
Answer:
0.11 hour
Explanation:
According to the scenario, computation of the given data are as follow:-
Process time represents value added time = 1.7 hours
Throughput Time = Move Time + Queue Time + Process Time + Inspection Time
= 3.3 hour + 9.9 hour + 1.7 hour + 0.9 hour = 15.8 hour
Manufacturing Cycle Efficiency (MCE) = Value Added Time ÷ Throughput Time
= 1.7 hour ÷ 15.8 hour
= 0.11 hour
According to the analysis, the MCE was closest to 0.11 hour.
Answer:
FV= $46,031.45
Explanation:
Giving the following information:
Monthly deposit= $450
Number of months= 59
Interest rate= 0.21/12= 0.0175
To calculate the final value, we need to use the following formula:
FV= {A*[(1+i)^n-1]}/i
A= monthly deposit
FV= {450*[(1.0175^59) - 1]} / 0.0175 + 450
FV= $46,031.45
Answer:
B. A technological improvement
Explanation:
An outward (rightward) shift in supply means an increase in supply.
Technological improvement would increase supply and supply curve would shift outward.
A decline in labor productivity would reduce supply and the supply curve would shift inward.
An increase in the cost of input would increase the cost of production and supply would fall. The supply curve would shift inward.
A reduction in consumer incomes would reduce demand and not supply.
I hope my answer helps you
