Answer:
Robinson's deferred income tax expense or benefit for the current year would be $6,700
Explanation:
The computation of the deferred income tax expense or benefit for the current year is shown below:
= Deferred tax expense - adjustment of tax based on the tax rate
where,
Deferred tax expense = (Favorable temporary differences - unfavorable temporary differences) × corporate tax rate
= ($50,000 - $20,000) × 21%
= $6,300
And, the adjustment of tax equals to
= Net taxable temporary difference × (Tax rate - corporate tax rate)
= $100,000 × (34% - 21%)
= $13,000
Now put these values to the above formula
So, the value would equal to
= $6,300 - $13,000
= $6,700
Answer:
A) $48,000
Explanation:
Then:
Assuming there is no tax rate
48,000 would be the net income
The probability that the buyer of one ticket will win the lottery that is worth $10 million will be determined or calculated by dividing the number of tickets that a person has by the total number of tickets which were sold at a certain period. When this statement is translated to mathematical expression,
P = x / S
where P is the probability, x is the number of ticket bought by the winner (this number is already given to be 1), and S is the number of the sample (this is given to be 175175 million. Substituting the known values,
P = 1 / 175175 million
<em>ANSWER: 5.71 x 10^-12</em>
Answer:
whats the answer hurry up
Explanation:
