Answer:
Here are some changes to the textbook requirements that will simplify your work somewhat.
· The transaction requirements give you information on required tables. (page 339-340)
· Assume that ALL orders ship entirely, in other words there are no partial shipments. Either they ship the entire order or they wait until they have all the required units and then ship.
· Do not include the Customer PO information
Explanation:
Answer:
Rice is so cheap and truffles are so expansive because D. People eat so much rice that an additional serving of rice has little marginal value, but the marginal value of another serving of truffles is very high.
Explanation:
When it comes to tasty or nutritious foods, there should not be any reason to be more expensive than others food stuffs. However, they often cost a little more. Regarding rice and its easy way of cooking, it is not a strong argument to talk about the price. So the right answer D, due to the fact that is true that eating a higher rate of rice won't have such a great marginal value as it will with truffles. It has to do a lot with higher demand of rice.
The real interest rate would be 5%.
You are getting 8% interest and losing 3% due to inflation= 5%
The attached picture entails the Income tax that is filed for 4 different tax payer.
<h3>What is a spousal pay?</h3>
In U.S., this refers to periodic and predetermined sum awarded to a spouse or former spouse following a separation or divorce.
Actually, the spousal pay is not involved in the calculation of the Income Tax which is filled in the attached picture.
Read more about spousal pay
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The options provided are incorrect. The correct answer is given below
Answer:
New Portfolio beta = 1.125
Explanation:
The portfolio beta is the function of the weighted average of the individual stock betas that form up the portfolio. The formula to calculate the beta of a portfolio is as follows,
Portfolio beta = wA * Beta of A + wB * Beta of B + .... + wN * Beta of N
Where,
- w represents the weight of each stock in the portfolio
New Portfolio beta = 50000/200000 * 0.8 + 50000/200000 * 1 +
50000/200000 * 1.2 + 50000/200000 * 1.5
New Portfolio beta = 1.125
