Answer:
B.
Explanation:
It shields the new owner of the property from losses that could result unexpected claim to the property by a third party.
Answer:
A. plus the net outflow of capital abroad.
Explanation:
National saving of any nation is derived from the people´s savings from the total earning after paying for all nessesities, taxes and government purchase. We can further include net export to the total saving, which is export minus import. We know value of net exports must be equal to the value of net capital outflow. Thus, national saving equals domestic investment and the net outflow of capital abroad.
S= Y-C-G+NX
Where S = saving, Y= Income, C= current consumption, G= Governement purchase, NX= Net export.
Answer:
Federal takes are money you earn from working at a job.
Explanation:
Answer:
a. Delivery service (product) costs = $44,120
b. Period costs = $20,560
Explanation:
a) Delivery service (product) costs
Indirect materials $7,100
Depreciation on delivery equipment $11,900
Dispatcher's salary $5,810
Gas and oil for delivery trucks $2,700
Drivers' salaries $16,300
Delivery equipment repairs <u>$310 </u>
Total <u>$44,120</u>
b) Period costs
Property taxes on office building $950
CEO's salary $12,100
Advertising $5,500
Office supplies $700
Office utilities $1,100
Repairs on office equipment <u>$210 </u>
Total <u>$20,560</u>
Answer:
A
Explanation:
Optimization using total value calculates the total value of each feasible option and then picks the option with the highest total value.
Optimization using marginal analysis calculates the change in total value when a person switches from one feasible option to another, and the uses these marginal comparisons to choose the option with the highest total value.
Both gives identical answers.
Optimization can be implemented using many different techniques.
One of it, is Total value total benefit - total cost (net benefit).
It translate all cost and benefits into common units, like dollar per month.
Calculate the total net benefit of each alternative.
Pick the alternative with the highest net benefit.
