Answer: arithmetic Average Return =11.33%
Geometric Average Return=10.33%
Explanation:
Returns per year
Year 1 16%
year 2 23%
year 3 15
year 4 -11%
year 5 30 %
year 6 -5%
Total = 68%
Arithmetic Average = Total returns 0f ( year 1 -6) / number of years
= 68%/6 =11.33%
Geometric Average Return is given as
= ((1 + R1) × (1 + R2) × ... × (1 +Rn))(1/n) - 1
((1 + 16%) × (1 + (23%)) × (1 + 15%) x (1+ -11%) x (1+30%) x (1+ -5%))^1/6 - 1
((1.16 x 1.23 x 1.15 x 0.89 x 1.30 x (0.95)) ^1/6
((1.16 x 1.23 x 1.15 x 0.89 x 1.30 x 0.95)) ^1/6 -1
(1.8035073 )^1/6 - 1
= 1.10328 -1 = 0.10328 x 100 = 10.328% =10.33%
Answer:
The best allocation base for assembling activities costs are the number of parts actually assembled.
Since the number of parts is not an option int his question, the second best allocation base for the assembling process is A) direct labor hours.
If the process is highly automated, then the second best allocation base would be machine hours, but that isn't an option either.
According to answers.com its greenbacks
Answer:
The answer is D). 1.15, hope this helps, have a great day/night, stay safe, happy thanksgiving!
Answer:
Joshua statement is correct.
Explanation:
Marginal cost:
Is the cost of producing a new unit.
Average Cost:
If the marginal cost of this plant is lower than their other plants, it can decrease his average cost by increasing the amount produced.
This increase in production decrease the impact of the fixed cost in the unit price. At more production the average cost will decrease. Because the variable cost keeps at the same value but the fixed cost per unit decrease.
