Answer:
Multiple choice organizations can use socialisation tactics to promote ethical behavior.
Explanation:
Among the options enlisted, using socialisation tactics to promote ethical behavior is the most correct as a basis for establishing organizational socialization research.
Organizational socialization basically involves the procedures an organization and/or individual undergo to acquire necessary skills, attitudes, right conducts and behaviors to become in order to become more productive. Going by the foregoing, it can be established that the singular objective of organizational socialization is on how an organization will be the best of itself ethically and/or otherwise. The procedures ensure an all rounded look into organizational and/or individuals experience from the kick off to the eventual exit. The socialization aspect is critical as organization well being is a function of how ethically and morally sound the environment.
Hence, promoting ethical behavior using multiple choice organizations is the most critical and true about applying organization socialization research.
Explanation:
The Journal Entry is given below:-
a. Cash Dr, 8400
Accounts receivable 8400
(Being the Cash received)
b. Supplies Dr, 2500
Office equipment 2500
(Being the reserve entry is recorded)
Supplies Dr, 2500
Accounts payable 2500
(Being the supply is purchased)
Answer:
Deductible Interest is $11,250
Explanation:
Compute at the amount of $750,000 the interest Amy could deduct as follows:
Since the interest on loan secured by home could be deduct on the first $750,000 borrowing amount. Hence,
Deductible Interest = Interest Paid × ($750,000 / Loan Secured by income)
Deductible Interest = $12,000 × ($750,000 / $800,000)
Deductible Interest = $11,250
Hence, the Amy could deduct interest on borrowing $11,250
Answer:
n = ㏒ P ÷ ㏒ (1.08)
Explanation:
Compound interest rate
A = P ×
where
P = principal amount (the initial amount you borrow or deposit)
r = annual rate of interest (as a decimal)
A = amount of money accumulated after n years, including interest.
n = number of years
Since we want the principle amount to double i.e., A = 2P
put this in above equation
2P = P ×
divide both sides by P, we get
P =
put r = 0.08
P =
P =
Taking log on both sides
㏒ P =㏒
㏒ P = n ㏒ (1.08)
n = ㏒ P ÷ ㏒ (1.08)
Answer:
Yes.
Explanation:
<em>You are listening to gather intel on a particular individual or set of individuals.</em>