Reorganization
<u>Explanation:</u>
Revamping may allude to the restoration of an organization's funds as per a liquidation. It can likewise allude to any procedure that influences the duty structure of an organization. Furthermore, revamping may allude to a merger or obtaining or offer of an organization that changes the proprietorship, stock, or lawful and the executive's structure.
The redesign is a conventional court-managed procedure of rebuilding an organization's funds after chapter 11. As per insolvency laws, explicitly Chapter 11, an organization is given security from lenders during the timespan when the organization proposes and a liquidation court audits and affirms a particular revamping plan. The rearrangement is planned to reimburse lenders to the most extreme degree conceivable and to rebuild the organization's accounts, the executives, and tasks to keep a similar issue from emerging once more.
Answer:
c. liable on the ground that Mesa is an intended third-party beneficiary
Explanation:
In a contract, the third-party beneficiary is a business or a person that benefits from the agreement and the terms of the contract that is made between the two other parties. According to law, third-party beneficiary have certain rights which they can enforced if the contract is not fulfilled.
In the context, Mesa is a third party beneficiary. The Mesa County enters into a contract with New Construct Inc. to construct a court house. Now New Construct Inc. again hires the firm Odell to excavate the land site.
While excavating Odell damages few nearby properties, so Mesa County files a law suit against Odell. But Odell argues that Odell is not in agreement with Mesa County or have not entered into with any contract with the County, so Mesa cannot sue the excavator.
But the court hold that as Mesa County is the third party beneficiary of the contract and have certain rights, Odell is held liable for the loss and should compensate for the loss to the County.
Answer:
The semi annual rate is 4.88%
Explanation:
semi annual rate = [((1+r)^(1/n)) -1]
= [((1+10%)^(1/2)) -1]
= 4.88%
Therefore, the semi-annual rate (i.e. periodic return per six months) do you require (i.e. need to earn such that this implies 10% earned per year when you get to compound semi-annually) is 4.88%.
The answer is b I’m pretty sure
