Answer:
EAR = (1+APR/m)^m - 1 where m=compounding periods
1. 0.116 = (1+APR/2)^2 - 1
(1+0.116) = (1+APR/2)^2
(1.116)^(1/2) = 1+APR/2
APR = [(1.107)^(1/2) - 1]*2
APR = [1.05214067501 - 1]*2
APR = 0.05214067501 * 2
APR = 0.10428135002
APR = 10.43%
2. 0.116 = (1+APR/12)^12-1
APR = [(1+0.116)^(1/12)-1]*12
APR = [1.116^(1/12) - 1] * 12
APR = [1.00918785692 - 1] * 12
APR = 0.00918785692 * 12
APR = 0.11025428304
APR = 11.05%
3. 0.093 = (1+APR/52)^52 - 1
APR = [(1+0.093)^(1/52) - 1] * 52
APR = [1.093^(1/52) - 1] * 52
APR = [1.0017115825 - 1] * 52
APR = 0.0017115825 * 52
APR = 0.08900229
APR = 8.90%
C. A board of directors :)
Answer:
b. diminishing returns to specialization.
Explanation:
Diminishing returns is also called diminishing productivity. It states that as additional unit of input is used in production it will get to a stage where more of input will be required to maintain output levels.
If the same level of input is used it will result in reduction in output over time.
This is exemplified in this secanrio where it takes 10 units of resources to increase its output of sugar from 12 tons to 13 tons, but 11 units of resources to increase output from 13 tons to 14 tons, and 12 units of resources to increase output from 14 tons and 15 tons.
It takes more input to increase output by 1 ton
Answer:
a. $3.13 per unit
b. No
c Yes
Explanation:
The computation is shown below
a. Fixed overhead per unit is
= Fixed overhead ÷ Number of units manufactured
= $363,000 ÷ 116,000 units
= $3.13 per unit
b. The cost calculation is not appropriate because the fixed overhead per unit is not be involved while calculating the cost
c. Now the acceptance of the offer should be based on total relevant cost which is
Total relevant cost
= $6.1 + $6.1 + $8.1
= $20.3
Since the offer is accepted because total relevant cost is less than the offered purchase price i.e $24.50