Answer:
A. = (15% X $2M) + (21% X $2M) = $720,000. Since there is no mechanism for mitigating double taxation, the branch profit will be taxed on the to tax rate of 15% and 21% which is $300,000 and $420,000.
B. The total tax for $2m branch profit if US corporations can remove foreign based profit from US taxation will be just the 15% x $2m = $300,000.
C.If they are allowed to take deductions for foreign income taxes, the total tax on the $2m branch profit will be (21% -15%) x $2m = $120,000.
Explanation:
D.1. If credit are allowed for foreign income tax paid, total tax will be ($2m - $300,000 been foreign tax paid) x 21% = $357,000
D.2.
If the charge foreign income taxes at 30% and US corporations can claim refundable credit for foreign income tax paid on foreign source income = ($2m - $300,000 been the foreign income tax paid) = $1 700,000 x 30% = $510,000
Answer:
B. Target costing forces design engineers to explicitly consider the costs of manufacturing and other aspects of business that traditionally fall outside the engineering department
Explanation:
Target costing needs the design engineers to be active in meeting their customers projection, but it must be inside the target cost requirements. Engineers can not afford to just have their attention on the function and form of design, they must also observe cost under Target costing.
Answer:
Number of car washed is 92
So option (a) is correct answer
Explanation:
It is given that 4 workers can wash 80 cars per day
Means initially 80 cars are washed per day
And it is given that rate of car wash is $5 per car
Now price of workers is $60 per day
As per car wash is $5
So number of extra car washed 
So total number of car washed = 80 + 12 = 92 cars per day
So option (a) is correct answer
With stocks of 8% for A and 16% for B, The global minimum variance is given as 10.5 percent
<h3>How to solve for the variance</h3>
The expected return of the stock for the country a is given as 0.05
The Weight of this country's stock market WA = 0.5
The expected return of the stock for the country a is given as 0.16
The Weight of this country's stock market Wb = 0.5
Expected Return of the portfolio can be calculated as
= (WA x RA) + (WB * RB)
Expected Return of the portfolio = (0.5x 0.05 ) +(0.5*0.16)
= 0.105
= 10.5%
Read more on variance here: brainly.com/question/10687815
The auditor's count of the client's cash should be coordinated to coincide with the ''count of investment securities'' since both mean counting/managing money.