This question is to complex. In Order for this to be answerable you would need to put it into chunks
Answer:
Using Quantifiers: ¬∃x¬S(x)≡ ∀xS(x)
English Language: All drivers obey the speed limit
Explanation:
The domain is the set of all drivers i.e. the domain of drivers
Let S(x) be the predicate “x obeys the speed limit.”
The above statement can be written as ∃x¬S(x),
The negation is represented by ¬∃x¬S(x)≡ ∀xS(x)
In English Language, it is ->, all drivers obey the speed limit
Answer:
Minimum transfer price when operating at capacity is the marginal cost + opportunity cost
Maximum transfer price is marginal cost only, when not operating at capacity.
Explanation:
Minimum transfer price when operating at capacity is the marginal cost + opportunity cost because when operating at capacity there are 2 elements involved - the cost at which it has made the units it will be transferring to another department within the organisation, and the profit it would have made if it had sold those units to others (opportunity cost)
Maximum transfer price is marginal cost only, when not operating at capacity because the department is constrained, it can only produce for the satisfaction of internal demand, not external customers; hence there is no case of opportunity costs.
Answer:
Accelerated depreciation method
Explanation:
Accelerated method is a depreciation method in which the asset lost its book value at a quicker rate as compared with the straight line method. Under this method, it permit high deduction in the starting years so that the taxable income could be minimized
Therefore according to the given option the first option is correct and the same is to be considered
Answer:
$0
Explanation:
The shares that are donated is treated as the treasury shares. The treasury stock and the gain or the revneue account rise the stock market value. If there is an increase in the treasury stock so it reduced the stockholder equity but on the other hand the gain or revenue increase the owner equity
So overall there is no net effect
hence, the amount should be $0
