Answer:
Except for land, the commercial property is usually depreciated over a period of 35-50 years. In the US, commercial properties are depreciated over a period of 39 years as dictated by US Tax Code.
Answer:
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Explanation:
A natural barrier that faces Argentina when it sells beef to Siberia is distance.
<h3>Why distance is a barrier to trade?</h3>
Due to the fact that markets within countries are typically closer together than markets between countries, distance reduces international trade in comparison to domestic trade. Most overseas markets have higher transportation expenses than they do for domestic markets, frequently by a significant margin. Given that distance seems to restrict trade more than can be compensated for by transportation, it is possible that distance is also linked to greater non-transportation trade costs.
For example, the price of carrying the beef from Argentina to Siberia could make it too expensive even though farming beef there may be less expensive than raising beef in the freezing cold of Siberia. Thus, one of the inherent obstacles to international trading is distance.
Learn more about trade barriers here:
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Answer:
(a)
Mathematical Equation for break-even
F = QP - QV
Where
F = fixed cost
Q = Break-even quantity
P = Selling price
V = Variable cost
F = Q ( P - V )
Q = F / ( P - V )
Q = $319,800 / ( $650 - $450 )
Q = $319,800 / $200
Q = 1,599 units
(b)
Contribution Margin = Price per unit - Variable cost per unit
Contribution Margin = $650 - $450 = $200
Break-even Point in Units = Fixed Cost / Contribution margin per unit
Break-even Point in Units = $319,800 / $200 = 1,599 units
Explanation:
Mathematical equation use the the break-even equation which represent the behavior of each element towards the break-even point.
Contribution per unit method use the contribution of each unit to calculate the break-even point.
Answer:
A. $270,000 gain
B. $240,000 gain
Explanation:
A. Calculation to determine the tax consequences to Oriole Corporation on the distribution of the land
Tax consequences=$520,000 – $250,000
Tax consequences=$270,000 gain
Therefore Oriole will recognize a $270,000 gain on the distribution
B. Calculation to determine the tax consequences to Oriole on the distribution
Tax consequences=$490,000 – $250,000
Tax consequences= $240,000 gain
Therefore Oriole will recognize a gain of $240,000 on the distribution.