Answer:
Emerson Inc. should declare $2.5 per share.
Explanation:
Dividend Payout ratio is the ratio of distribution of net income earned during the period among the stockholders.
As per given data
Net Income = $1,250,000
Payout ratio = 45%
Dividend payment = 1,250,000 x 45% = $562,500
Dividend per share = $562,500 / 225,000 = $2.5 per share
The buyer can feel assured that they own all of the seller's interests in the property.
A Quitclaim Deed: What Is It?
Deeds can take on a variety of complex and sophisticated forms, each with its own ramifications and ideal applications.
Quickly transferring property to a buyer is possible with a quitclaim document. But you should be aware that the quitclaim does not offer any buyer rights, unlike general or special warranty deeds. A quit claim deed is devoid of any ownership guarantees or encumbrances. Only when the seller has certain rights or interests in the property do they expire as a result of a quit claim deed.
to know more about Quitclaim Deed
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Answer:
c. Increase collision deductible to $500.
Explanation:
The adjustment of Increase collision deductible to $500 would allow Jerry to meet his goal.
Solution :
<u>Historical simulations Var</u>
The lowest return shows the 
of lower tail of the 'distribution' of 
historical returns. The lowest return is (-0.0010) is the of daily VAR that we would conclude that there is of chance of the daily loss exceeding 
or 
.
<u>Delta Normal VAR</u>
To locate the value of VAR, we can use cumulative z-table. In this table we can look for the significance level of the VAR.
Suppose for example, if we want a VAR, we look in the table that is closest to (1 significant level) or the 1 - 0.01 = 0.9900. We can find 0.9901 and it lies at the intersection of 2.3 in left margin and also 0.03 in column heading.
Now adding the z-value in left hand margin, and the z-value at top of column where 0.9901 lies. So we get 2.3 +0.03 = 2.33, and the z-value coinciding with 99% VAR is of 2.33
![$VAR = [\hat R_P-(z)(\sigma)]V_P$](https://tex.z-dn.net/?f=%24VAR%20%3D%20%5B%5Chat%20R_P-%28z%29%28%5Csigma%29%5DV_P%24)
Here, 
is the expected 1 day return on portfolio
![$=[50 \times 0+15\times 0.0001+15\times (-0.0001)+9 \times 0.005+9 \times (-0.0005)+1 \times 0.00010+1 \times (-0.0010)]/100$](https://tex.z-dn.net/?f=%24%3D%5B50%20%5Ctimes%200%2B15%5Ctimes%200.0001%2B15%5Ctimes%20%28-0.0001%29%2B9%20%5Ctimes%200.005%2B9%20%5Ctimes%20%28-0.0005%29%2B1%20%5Ctimes%200.00010%2B1%20%5Ctimes%20%28-0.0010%29%5D%2F100%24)
= 0%
VP = (value of portfolio)
z = 
corresponding with desired level of significance = 
σ = standard deviation of 1 day return = 0.000246
![$VAR :[0-2.33 \times 0.000246] \times 100$](https://tex.z-dn.net/?f=%24VAR%20%3A%5B0-2.33%20%5Ctimes%200.000246%5D%20%5Ctimes%20100%24)
= -0.057318
Answer:
The correct answer is: society's understanding to the labor force.
Explanation:
Technological knowledge refers to a set of knowledge aimed at the creation, manipulation and evaluation of technological artifacts. It is a form of knowledge that goes beyond the observation of existing phenomena. His interest is in the creation of new artifacts or systems and in the solution of problems or needs through new technological instruments.
Technological knowledge is held by people. For example, someone may know how to make a radio, a compass or a television. However, the most advanced technological knowledge is usually in the possession of large companies or governments. For example, the knowledge to make electric cars, to make weapons, rockets, chips, sensors, etc.
