Answer:
This is correct, along with some other things a project manager could do.
Explanation:
Answer:
d. The tax due on the sale is $14,830.80
Explanation:
Calculation to Determine Which of these statements is correct if your tax rate is 34 percent
First step is to calculate the Book value
Book value = $135,000 × (1 −.20 −.32 −.192)
Book value= $38,880
Second step is to calculate the Taxable amount
Taxable amount = $82,500 - 38,880
Taxable amount = $43,620
Now let calculate the tax due on the sale
Tax = $43,620 × .34
Tax= $14,830.80
Therefore The statements that is correct if your tax rate is 34 percent will be :
The tax due on the sale is $14,830.80
Answer:
China&the U.S.
Explanation:
These two countries are lead producers and importers. You lift the tag of your favorite sweatshirt and see Made in China. The U.S. does'nt produce as much goods, but importing is a big U.S. sideline business. The U.S. imports alot of goods worlwide. From The Indies to The Middle East, the U.S. is a lead importer.
Answer:
6.11%
Explanation:
For computing the variance, first we have to determine the expected return which is shown below:
= (Expected return of the boom × weightage of boom) + (expected return of the normal economy × weightage of normal economy) + (expected return of the recession × weightage of recession)
= (12% × 5%) + (10% × 85%) + (2% × 10%)
= 0.6% + 8.5% + 0.2%
= 9.30%
Now the variance would equal to the
= Weightage × (Return - Expected Return) ^2
For boom:
= 5% × (12% - 9.3%) ^2
= 0.3645
For normal economy:
= 85% × (10% - 9.3%) ^2
= 0.4165
For recession:
= 10% × (2% - 9.3%) ^2
= 5.329
So, the total variance would be
= 0.3645 + 0.4165 + 5.329
= 6.11%
Explanation:
To find the probability that the sample which fails to meet the required weight or the standard weight of the marshmallows having banana flavor if the process of production is working, such that probability for the weekly sample leads to shutdown of the production if the process of the production is running properly of 1 % of the probability that at least five boxes out of the twenty five sample fails to meet the standard weight which is less than one percent that is 
We know that for p = 0.8, 
Now using binomial simulation, we can determine that for p = 0.0452
So the production process is to be redesigned for reducing the percentage of boxes of the Go Bananas of 16 ounces which failed to meet the required weight of the marshmallows having banana flavor if the production process is working properly to 5.42 percent.
