Answer:
The correct answer is the option B: expatriate assignment.
Explanation:
To begin with, the term of <em>expatriate</em> refers to the person who is currently living abroad in a certain amount of time and primarily for work reasons. This professional worker takes a position outside her home country and that could be done as part of a work assignment scheduled by the employer of the individual. Moreover, expatriate assigment individuals also earn more money than the regular workers at home and furthermore the company generally helps the expatriate in relocation assistance and housing allowance.
Secondly, the case of Marika is a general example of expatriate assigment due to the fact that her company may have ordered her to leave for a period of time to other countries in order to find news and investigate about certain topics and in order to do that the company will pay her so she can do her job properly and then go back home and share her information with her colleagues.
In the question we are given 105 km/hr
One mile = 1.60934 km
105/1.60934 = 65.244.
Thus, 105 kilometer = 65.24 mile.
The correct option is D.
Answer:
Revenue - March = $160
Explanation:
The accrual principle in accounting states that the revenues for a period should match the expenses for that particular period and any revenue or expense should be recorded in the period to which it relates to. This means that the upfront fee received by Fit Co. is a liability and should not be recorded as a revenue until it is earned. So, by providing two sessions in the month of March, Fit Co. has earned revenue for 2 sessions out of the twelve. Thus, at the end of March, Fit Co. should record a revenue of,
Revenue - march = 960 * 2/12 = $160
Answer:
$33,850.00
Explanation:
The computation of the Adjusted gross income (AGI) is shown below:
= Wages + bank interest + lottery price - standard deduction
= $34,500 + $275 + $325 - $1,250
= $33,850
The standard deduction is a contribution to her traditional IRA. All other items which are given in the question are not relevant. Hence, we ignored it
Answer:
14.05%
Explanation:
Given that,
Beta = 1.3
Risk-free rate (Rf) = 9.5%
Return on the Market (RM) = 13%
According to CAPM approach:
Cost of common equity (RE):
= [Rf + β (RM – Rf)]
= [9.5% + 1.3 (13% - 9.5%)]
= [9.5% + 1.3 (3.5%)]
= [0.095 + 1.3 (0.035)]
= [0.095 + 0.0455]
= 0.1405
= 14.05%
Therefore, the firm's cost of common equity is 14.05%.
