Answer:
d) all of the above.
Explanation:
All of the above statement correspond to different definitions of demand that economists use on a daily base.
Statement A) refers to aggregate demand, which is roughly equivalent to GDP.
Statement A.2) refers to demand schedule, which is also simply referred to as demand in the press, or in informal contexts.
Statement B) refers to an equilibrium quantity demanded, which occurs when supply and demand meet under an equilibrium price.
Statement C) refers to quantity demanded because it is not always relevant, when talking about demand, whether the good demanded is a necessity or a luxury.
Answer:
The company was rated 5 stars more by Men
Explanation:
Given that
General population = 67/350
Men = 40/175
In checking the percentage ratio, we have
a. General population
= (67/350) × 100
= 19.14%
b. Men population
= (40/175) × 100
= 22.85%
Thus, seeing that 22.85% > 19.14%, therefore, company was rated 5 stars more among the men population.
Answer:
- deprecation of the building: INDIRECT COSTS
- costs of costume jewelry on the mannequins in the juniors department
: DIRECT COSTS
- cost of bags used to package customer purchases at the main registers for the store
: INDIRECT COSTS
- the median kohl's store manager salary: INDIRECT COSTS
- cost of the security staff at the medina store
: INDIRECT COSTS
- manager of juniors department: DIRECT COSTS
- junior department sales clerks
: DIRECT COSTS
- cost of juniors clothing: DIRECT COSTS
- cost of hangers used to display the clothing in the store
: INDIRECT COSTS
- electricity used for the building
: INDIRECT COSTS
- costs of radio advertising for the store: INDIRECT COSTS
- juniors clothing buyers' salaries (these buyers buy for all the juniors departments of kohl's store): INDIRECT COSTS
Explanation:
Indirect costs cannot be directly traced to a cost object, while direct costs can be directly traced. Usually direct costs tend to vary depending on total output, while indirect costs tend to be fixed.
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Answer:
Annual withdraw= $33,641.50
Explanation:
Giving the following information:
PV= $375,000
n= 25 years
i= 7.5%
<u>To calculate the annual withdrawal, we need to use the following formula:</u>
Annual withdraw= (PV*i) / [1 - (1+i)^(-n)]
Annual withdraw= (375,000*0.075) / [1 - (1.075^-25)]
Annual withdraw= $33,641.50