Answer:
$148.3 million
Explanation:
Calculation to determine the deferred tax liability that Isaac would report in its year-end 2021 balance sheet
Using this formula
Deferred tax liability=Total future taxable income × Tax rate
Let plug in the formula
Deferred tax liability=(2022 137 million+2023 129 million+2024 162 million+2025 165 million)*25%
Deferred tax liability=$593 million*25%
Deferred tax liability=$148.3 million
Therefore the deferred tax liability that Isaac would report in its year-end 2021 balance sheet is $148.3 million
Answer:
C. breakbulk cargo
Explanation:
Based on the information provided within the question it can be said that this type of cargo is called breakbulk cargo. Like mentioned in the question, this type simply refers to general cargo that does not fit into traditional shipping containers or cargo bins, or exceeds the weight maximum for containers and must be shipped separately. Such cargo can include oversized vehicles, boats, cranes, turbine blades, ship propellers, generators, or even large engines.
Answer: The expected loss is $2.3
Explanation:
Total number of tickets to be sold = 100 tickets
one $450 prize, the expected gain = 450 x (1/100) = $4.5
two $110 prizes, the expected gain = 110 x (2/100) = $2.2
four $25 prizes. the expected gain = 25 x (4/100) = $1
Expected gain (loss) = Total expected gain - Cost of the ticket
= (4.5 + 2.2 + 1 ) - 10
= (2.3)
The expected loss is $2.3
Answer:
I believe 1 would be A. "A file" and 2 would be C. "An application" Hoped this helped, if I'm wrong please let me know!
Answer:
c.$1,080,000 for A; $648,000 for B
Explanation:
For computing the total direct material purchase first we have to find out the production units which are shown below:
As we know that
Production units = Ending inventory units + sales units - beginning inventory units
= 9,000 units + 75,000 units - 12,000 units
= 72,000 units
Now the total direct material purchase for Material A and Material B is
For Material A
= 72,000 units × 3 lbs × $5 per lb
= $1,080,000
For Material B
= 72,000 units × 0.5 lbs × $18 per lb
= $648,000
Therefore, the third option is correct
