Answer:
The probability that the project will finish in 16 months is 0.7.
Explanation:
From the data the mean time is given as 
The variance is given as 
So the standard deviation is 
Now the X is given as 16 so
Calculating the z score as
So for the z score of 0.5 the probability is given in Excel as
=NORMSDIST(0.5)
=0.69 ≈0.7
So the probability that the project will finish in 16 months is 0.7.
Answer:
E) standard deviation of the company's common stock
Explanation:
The weighted average cost of capital (WACC) is dependent on cost of equity and cost of debt. Cost of Equity depends on company's beta (CAPM Model), growth rate of dividends (constant growth dividend discount model), so option A and C are not the answer. Cost of debt depends on coupon rate (for yield) as well as marginal tax rate (for post tax cost of debt) so option B and D are incorrect. So, answer is E. Standard deviation is the least probable factor that may cause change in WACC.
Answer:
Debit Supplies expenses for $275
Office supplies for $275
Explanation:
Before the adjusting entry, the following adjustment has to be made first:
Ending balance of supplies that has not been adjusted = $379
Physical ending balance = $104
Amount of used supplies during the period = $379 - $104 = $275
This $275 will be recorded as supplies expense. Therefore, the adjusting entry will be as follows:
<u>Particulars Dr ($) Cr ($) </u>
Supplies expenses 275
Office supplies 275
<em><u>(To record the supplies expense for the period.) </u></em>
The above entries will then reduce enduing balance of supplies from $379 to $104.
Answer:
Dale would explain that he makes sure that everything is running smoothly and that he has to make sure that everyone is doing everything correctly.
Explanation:
I got 15/15 on the questions. :)
Also, make sure you rewrite a few words so you don't get in trouble!
The best answer would be: traditional economy (specifically, it's definitely neither market economy nor command economy - in those economies the family does not necessarily play a role in the chose of roles).
An example of such strict economic roles is ancient India - and the roles are called castes.
