Answer:
$42,000
Explanation:
Deferred tax liability can be defined as the tax liability which has been due for the current period but has not yet been paid such as installment sales receivable.
Insurance expense of $210,000
Tax rate of 20%
( $210,000 × .20 )
=$42,000
Therefore the amount of the deferred tax liability at the end of 2021 will be $42,000
Answer:
$24,530, $23,530
Explanation:
Incomplete word <em>"and if the spot price in September proves to be $2,300."</em>
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Note that Call options will be exercised only if the price on expiry is greater than strike price
Strike price = $2400
Premium paid = $53 for each contract, so the total premium paid = $530 for 10 contracts
<u>CASE 1</u>
Price = $2600
As price on expiry=2600 > Strike price=2400
Call option will be exercised.
Company will pay = $2400 * 10+530 = $24,530
<u>CASE 2</u>
Price = $2300
As price on expiry=2300 < Strike price=2400
Call option will not be exercised and will purchase from open market
Company will pay = $2300 * 10+530 = $23,530
<em>Answer</em>:
<u>5,692.83</u> 3.
Explanation:
($10,082 billion/177.1) x 100 = 5,692.83
Remember the real GDP takes into account the value of the total number of goods and services produced by a country in a given year, while taking the effect of inflation into account.
Because of inflation the consumer price index data is used in the calculation to find the change or deflation that has occurred.
More than likely Option B
Answer:
5 servings of fries and 2 burgers
Explanation:
The optimal solution to the maximization problem of a consumer is equivalent to the ratio of marginal utilities of goods and it is also equal to the price ratio of the goods. Mathematically:
The burgers and fries marginal utilities are 
and 
respectively while their prices are 
and 
respectively. Thus,
Further simplification:
F/B = 5/2 ; F = 2.5B
Using Antonio's budget income,
B = income/ - ( / )*F
If we use the values in the problem, we have:
B = 20/5 - (2/5)*F = 4 - 0.4F
if we substitute F = 2.5B
B = 4 - 0.4*2.5B
B = 4 - B
B = 4/2 = 2
F =2.5B = 2.5*B = 2.5*2 = 5
Thus, given the budget constraint of Antonio, he can maximize his utility by eating 5 servings of fries and 2 burgers.
