Answer:
gain of $6,350.
Explanation:
Depreciation expense each year = (cost of asset - residual value) / useful life
($46,200 - $6,300) / 4 = $9,975
Depreciation expense after two years = $9,975 x 2 = $19,950
Value of the equipment in two years = $46,200 - $19,950 = $26,250
If the equipment is sold for $32,600, the equipment would be sold at a profit
Profit = $32,600 - $26,250 = $6350
Interest groups always have a lot of issues that they face. The Free Rider Problem makes it harder for interest groups to attract official members who will pay to join is a true statement.
Interest group is known to be a group set up around a set of opinions or preferences and they often seek to affects others in different ways so as to promote or protect their interest.
A free rider problem is known to be a common issued that is faced by unions and groups when people do not join due to the fact that they can benefit from the group's activities without officially joining.
This pose a big issue as people just want to enjoy privileges for free The bigger the group, the more large the free rider problems are.
Learn more about free rider problems from
brainly.com/question/6968258
Answer:
$ 75 000
Explanation:
Economic profit = total revenue from sales - ( total expenses + opportunity cost) = $ 600000 - ( $ 200000 + $ 175 000 + $ 45000 + $ 105000) = $ 75 000
Answer:
c. insider training.
Explanation:
Insider training -
It refers to the practice , where the people buys or sells the stock of some publicly traded company , by the someone who does not have public or material information about the stock , is referred to as insider training .
It is a illegal method used in the share market .
Hence, from the given scenario of the question,
The correct option is insider training .
Answer:
BEP : 500 units
Profits : R2000
Explanation:
BEP or break-even point = fixed costs/ contribution margin per unit.
Fixed costs = R2000
Contribution margin per unit = selling price - variable costs
Contribution margin per unit = R12- R8 =R4
BEP = 2000/4
BEP = 500 units
profits will be the units sold after BEP x contribution margin
=1000-500
=500
profits will be
=500 x 4
=2000