C. One who signed the note and promised to pay at maturity
Answer:
The correct answer is letter "A" and "D": Focusing on the concerns of the audience; Being purposeful.
Explanation:
While writing business reports, it is important to be concise and short. The message provided must go<em> straight to the purpose</em> of writing the report. Statistical data should be considered without making it the center of the report -unless necessary- because the objective is always capturing the <em>audience's attention</em> with simple but meaningful facts.
,Answer:
-Marcus is owed something by Super Corp because he relied reasonably and to his detriment on Super Corp's offer.
Explanation:
Employment contracts can be written, oral, or implied and each of these are binding to some extent.
In the given instance it is required that employment should be written in the state where Super Corp operates.
So Marcus will not be able to compel them to give him a job as the offer was made and accepted orally.
However the offer resulted in him quitting his current job, which paid $75,000 a year, and heading to the state where Super Corp was headquartered.
He relied on the offer to his detriment of losing his current job, so Super Corp owes him for the damages incurred
Answer:
"2000 units" is the right solution.
Explanation:
The given values are:
Transferred from WIP,
= 53,000 units
Units sold,
= 61,000 units
Beginning inventory,
= 10000 units
Now,
The total number of finished goods will be:
=
On substituting the values, we get
=
=
Answer:
Assume: only one of the ware house expansion projects can be implemented and suppose that, if test marketing of the new product is carried out, the advertising campaign also must be conducted and vice versa. Also suppose that the purchase of new equipment cannot be undertaken unless the basic research or the extensive warehouse expansion are implemented.
Formulate the corresponding model for maximizing the net present value subject to the restrictions stated above
Yi (1 if investment alternative is selected, o otherwise)
i = 1, 2, 3, 4, 5, 6
Max Z = $4,000y1 + 6,000y2 + 10,500y3 + 4,000y4 + 8,000y5 + 3,000y6
∴ NPV = 17,500