Life expectancy is about 75 years.
One third:
75 : 3 = 25
So one generation is about 25 years.
2,000 : 25 = 80
Answer:
Approximately 80 generations have passed during the last 2,000 years.
Answer:
Option (B) is correct.
Explanation:
Equivalent units of production(EUP) - Materials:
= Transferred out + Ending balance
= 10,451 units × 100% + 3,483 units × 100%
= 10,451 + 3,483
= 13,934
Equivalent units of production(EUP) - conversion:
= Transferred out + Ending balance
= 10,451 units × 100% + 3,483 units × 36%
= 10,451 + 1,253.88
= 11,704.88
Material cost = 
Material cost = 
= 73,157
Conversion cost = 
Conversion cost = 
Conversion cost = 
= 53,715
Therefore,
Total cost of units completed during the period(10,451 units):
= Material cost + Conversion cost
= 73,157 + 53,715
= 126,872
Answer:
The rate of return is 7.20%
Explanation:
a) Assuming you purchased the bond for $880, in order to calculate the rate of return you earn if you held the bond for 25 years until it matured with a value $5,000 we would have to calculate the following formula:
Rate of Return = [FV/PV]1/n - 1
Rate of Return= [$5,000 / $880]1/25 - 1 = [5.6818]0.04 - 1 = 1.0720 - 1 = 0.0720, or 7.20%
Rate of Return= [5.6818]0.04 - 1
Rate of Return= 1.0720 - 1
Rate of Return=0.0720, or 7.20%
The rate of return is 7.20%
Answer:
A.8.85%
Explanation:
Computation to determine the weighted average cost of capital for Zonk based on the new capital structure.
First step is to calculate the Cost of equity capital using this formula
Cost of equity capital = Risk free rate + (Beta*Market premium)
Let plug in the formula
Cost of equity capital = 2.3% + (1.13*5.3%)
Cost of equity capital=8.28%
Now let determine theWeighted average cost capital
Weighted average cost capital = [.70*.14*(1-.35)]+(.30*.0828)
Weighted average cost capital= [.70*.14*.65]+.02484
Weighted average cost capital=0.0637+.02484
Weighted average cost capital= .0885*100
Weighted average cost capital= 8.85%
Therefore the weighted average cost of capital for Zonk based on the new capital structure is 8.85%
Answer:
Marginal thinking
Explanation:
The economic foundation of marginal thinking requires decision-makers to evaluate whether the benefit of one more unit of something is greater than its cost. And according to this principle, Marie´s benefits of the first three bananas is higher than its cost, but the fourth banana will provide less benefit than the third and this is less than it cost.