Answer:
Portfolio return = 7.3%
Explanation:
<em>The portfolio expected rate of return would be the weighted average expected rate of return</em>
Weighted average expected rate of return=
12%× (1000/(3500+1000) + (3,500/(1000+3500)× 6%= 0.073333333
Expected rate of return = 0.073333333
× 100 = 7.3%
Portfolio return = 7.3%
Answer:
A. 25%
B. 50%
C. 48000 after tax cash flow
Explanation:
a. lets assume marginal tax rate is X%
After tax cash flow of 80000 should equal to 60000$
$80000 - [$80000*X%] = 60000$
80000*X% = 80000-60000
80000*X% =20000
X = 20000/80000
= 25%
b.
$80000 - [$80000*50%*x%] = 60000$
40000*x%=20000
x%=50%
c.
$80000- [$80000*x] = 60000 - [60000*50%*x]
80000-60000 = [80000*x] - [30000*x]
20000 = 50000x
x=40%
check
80000-40% =48000 after tax cash flow
60000*50%
=60000- [60000*50%*40%]
=48000 after tax cash flow
Answer:
$ 49,640
Explanation:
The question is asking for PLANNING BUDGET
Planning Budget does not in anyway mean flexible budget.
So the quantity of units for Planning Budget would be what the company budgeted that is 7,300 units
The next step in the solution to the question will be to know the cost per unit. For Direct Labor the price given is $ 6.80 per unit
Total Direct Labor for May in the planning budget would be 7,300 X 6.80 = $ 49,640
<span>20% is the maximum speed up possible for this program.
For this problem, let's assign the time of 1 for the task when using a single processor. Now let's assume that we have an infinite number of processors available to handle the portion of the program that can be executed in parallel so that the execution time for that portion will be 0. That means that the total execution time with an infinite number of processors will be
1 * (0.80 + 0) = 1 * 0.80 = 0.80
So at best, the parallel program will take 80% of the time for the single threaded version. So the speed increase will be
(1 - 0.80) / 1 = 0.20/1 = 0.20 = 20%</span>
Trade restrictions tend to preserve relatively few jobs in the protected industries and lead to job losses in other industries. Trade restrictions can vary from quotas, embargoes, standards, subsidies, tariffs and more that make it hard to trade (important/export) goods between two companies and also set prices for these. Depending on what is allowed and what is not different industries can benefit from the trade restrictions and some can be harmed by them.
