Answer:
a, The PPF intersect the Y-axis at 1000 units of luxury goods
The PPF intersect the X-axis at 500 units of necessity good
It means that when the society produces zero units of necessity, it can produce 1000 units of luxury goods and if they use all resources to produce necessity, they can produce 500 units only
b. The economy can produce at a point inside the curve IF (1) There is underutilized of the available resources. (2) There is inefficiency in the use of resources
c. I will want to produce more necessity than luxury. The decision on which point the society will want to be depend on the type of economic system being practiced by my society, if it is free market, the price system will determine it and for a socialist system, the government decides.
d. If I am a dictator, I will make decrees as to the economic direction I want for the society and where the product distribution is left to the free market, the price system decides.
Explanation:
The production possibility frontier is a graph that shows the trade-off between two commodities which a country can be assumed to produce. An economy can operate on the PPF in which case it is using its resources to the fullest. It can operate inside the curve which means under-utilization of resources or inefficiency in resources utilization. A country cannot operate outside the curve except there is technological progress or economic growth.
True because workplace etiquette is behaving with manners and kindness
Total cost per week = $3600
The correct option is <u>C.$3,600</u>.
<u>Explanation</u>:
<em><u>Given</u></em>:
Cost for constructing and purchasing the equipment for restaurant = $520,000
Minimum return = 10% of investment
Restaurant is opened = 52 weeks per year
No. of meals = 900 meals/per week
Cost of meal = $5
Expense for material and electricity= $600
Expense for weekly wages = $1000
Fixed cost per week = ([520,000(.10)]/52) + 1000 = 2000
Variable cost = 1000 + 600 = 1600
Total cost = Fixed cost per week + Variable cost
= 2000+1600 = 3600.
Total cost per week = $3600
The quantity of bus rides demanded decreases by 2.5 percent. Hope this helps. :)
