Answer:
The total manufacturing cost per unit is $10.50
Explanation:
Material cost per unit = Total material cost / Equivalent units of Material cost
Material cost per unit = $60,000 / 10,000 = $6 per unit
Conversion cost per unit = Total Conversion cost / Equivalent units of conversion cost
Conversion cost per unit = $90,000 / 20,000 = $4.5 per unit
Total Manufacturing cost = $6 + $4.50 = $10.50 per unit
Answer:
a. amount of the other good that must be given up.
Explanation:
The mix of two goods or services can be accomplished in the frontier of production possibilities when all available resources and technologies are fully efficient and used. This indicates a mix of the two resources to a maximum.
As we know that, the opportunity cost refers to the cost in which the best alternative is chosen among the available ones which can generate a better return so the one goods are considered while another cost is given up.
The total cost of the ipad sold on ebay is $908.70
Answer:
E(5r5) = 0.06
Explanation:
The expected rate <u><em>(which is the the projected return on a monetary investment)</em></u> on the treasury bonds at 4.05% can be calculated as seen below:
Rate on 5-year Treasury Bonds, E(r5) = 2.20%
Rate on 10-year Treasury Bonds, E(r10) = 4.05%
(1 + E(r5))^5 * (1 + E(5r5))^5 = (1 + E(r10))^10
1.0220^5 * (1 + E(5r5))^5 = 1.0405^10
1.11495 * (1 + E(5r5))^5 = 1.48738
(1 + E(5r5))^5 = 1.33403
1 + E(5r5) = 1.05933
E(5r5) = 0.05933
E(5r5) = 0.06
Calculation of equal amount to deposit each year to get the future amount:
It is given that a manufacturer of triaxial accelerometers wants to have $2,800,000 available 10 years from now. So we can say that Future value is $2,800,000. We are also given that the deposit rate is 6% per year.
In order to find out the equal amount to deposit each year we need to calculate the annuity using the future value of annuity formula as follows;
Annuity = Future value of annuity / FV of $1 annuity
FV of $1 annuity (at 6% rate for 10 years) is 13.18079
Hence,
Annuity =2,800,000 / 13.18079 = 212,430.36
Hence , equal amount to deposit each year is $212,430.36