Answer:
B. Automation
Explanation:
Option A is incorrect as a human resource cannot be a material handling robot.
Option C is wrong as statistical quality control cannot do the same task as a material handling robot can. Statistical quality control can ensure quality by minimizing risk.
Options D and E are incorrect, respectively, as flexible manufacturing cannot improve the raw materials, and fixed layouts cannot be the element of the raw material process.
Option B is correct as a material handling robot is a machine. Therefore, automation is necessary to improve the raw materials handling process.
The Food and Drug Administration (FDA). The FDA ensures the safety and effectiveness of a wide range of consumer products from medicines and cosmetics to food and medical devices.
Answer:
a. Jasmine can be removed for cause.
Explanation:
Voir Dire is the questioning phase of jury selection in which the attorneys of both sides ask questions to see if the jury members are qualified.
When someone is removed for cause it means that the attorney thinks that the jury member can't be impartial based on bias or conflict.
In this case Jasmine can't be impartial because of her past relationship with the prosecutor.
Answer:
Intrinsic value: $ 45.19290274
The stock is undervalued as is selling for less.
Explanation:
We use the gordon model to solve for the intrinsic value of the share.

we must solve for the grow rate like it was an interest rate:
<u>grow rate: </u>
![2.00 \times (1+g)^{10} = 3.16\\\sqrt[10]{\frac{3.16}{2.00}} -1 = g](https://tex.z-dn.net/?f=2.00%20%5Ctimes%20%281%2Bg%29%5E%7B10%7D%20%3D%203.16%5C%5C%5Csqrt%5B10%5D%7B%5Cfrac%7B3.16%7D%7B2.00%7D%7D%20-1%20%3D%20g)
g = 0.046804808
<u>dividends one year from now:</u>
3.16 x (1 + 0.046804808) = 3.307903193
Now we calculate the instrinsic value:

Value: $ 45.19290274
The stock is undervalued as is selling for less.
Answer:
The gain on retirement = $4,600
Explanation:
The gain or loss on retirement = Carrying Value of the Bonds - Call price of the Bonds
The gain or loss on retirement = $111,100 - $106,500
The gain on retirement = $4,600
Note: Par value will not be taken for the calculation of the above