Answer:
Eminent domain for the public good.
Explanation:
He charged the branch manager because he didn't see eminent domain for public use.
In eminent domain the government, the government the government has the power to take private property for public use.
The bank is a public place and as such are required to have a public domain that is members of the public or for civic use. Such a party is likely going to be for public use or it could be delegated to third parties.
Answer:
The kind of corporate takeover technique implemented in the film is proxy fight.
Explanation:
A proxy fight is termed as a technique where two corporate factions ask the stakeholders for the proxy votes such that the right of voting is transferred.
In this case both the parties, the heiress as well as the opponent is asking for the right of vote from stakeholders so that they can decide the corporate future. This is the key feature of the proxy fight and thus this is the correct option.
Answer:
The correct answer is all of the above
Explanation:
Scrap or the rework costs are the costs which is incurred in order to repair the items that are defective. And the decision to rework or scrap an item or product, ground on the benefits or advantage of the incremental costs.
If the reworked units generate or yield greater advantage or benefit rather than the selling them as scrap, then the decision to rework will be considered.
And if the decision of rework is taken, then the management should consider the incremental costs, revenue or profit from selling the defective units as scarp and the lost profit on selling and making the new units while the rework is performed.
Answer:
Explanation:
The preparation of the production budget report in units for Pasadena Candle Inc. is shown below:
Projected sales 37,000
Add: Desired January 31 inventory 4,000
Available units 41,000
Less: Estimated January 1 inventory -$1,900
Units produced $39,100
Answer:
pattern: mulitplied by -2
conjecture for next number: -80
Explanation:
for each number, it gets multiplied by -2.
two negatives make a positive.
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