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Dominik [7]
3 years ago
9

Anthony votes in favor of a bill which would prevent people above a certain level of income from being able to purchase subsidiz

ed housing. Which philosophy of ethics is applies here?
(A) Kantianism
(B) Virtue Ethics
(C) Social Justice Theory
(D) Utilitarianism
Business
1 answer:
Fynjy0 [20]3 years ago
8 0

Answer:

Letter C is correct.<u> Social Justice Theory.</u>

Explanation:

The most suitable alternative for this issue is letter c, Theory of Social Justice.

This theory refers to an ethical and political philosophy that states that there is justice beyond those recognized by the economic law of supply and demand, civil and criminal law, and the social and moral rules and structures of society. According to this theory, social justice refers to relationships that must be fair to all groups in society, that is, all people must have equal access to health, well-being, justice, opportunities, etc., regardless of their conditions. political, economic or other.

Social justice theory can punish or favor individuals regardless of their characteristics, choices or actions.

In the above question, we can say that social justice is adequate, because in economic terms, it is able to grant opportunities, redistribution of wealth and income to groups considered oppressed by certain oppressors.

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providing adjustable height desks to employees who need a wheelchair is

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On October 1, Eder Fabrication borrowed $60 million and issued a nine-month promissory note. Interest was payable at maturity. I
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Answer:

cash        55,110,929 debit

   note payable      55,110,929 credit

--to record singing of promissory note with discounted interest--

interest expense 1.583.741,77 debit

   note payable              1.583.741,77 credit

--to record accrued interest on note payable --

Explanation:

the note plus interest will be for 60 millions.

So to calcualte the isuance ofthe note we must calculate the present value of a lump sum at 12% discount rate:

\frac{Maturity}{(1 + rate)^{time} } = PV  

Maturity  60,000,000.00

time   0.75

rate  0.12

\frac{60000000}{(1 + 0.12)^{0.75} } = PV  

PV   55,110,929.18

then at December 31th we solve for the accrued interest:

Principal \: (1+ r)^{time} = Amount

Principal 55,110,929.18

time 0.25 (3 months over 12 month a year)

rate 0.12000

55110929.18154 \: (1+ 0.12)^{0.25} = Amount

Amount 56,694,670.95

accrued interest: 56,694,670.95 - 55,110,929.18 = 1.583.741,77

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