The answer is<u> "political risk".</u>
Political risk is among the most critical hazard factors confronting international investors. In many rising and frontier markets, the political circumstance is altogether less steady than the United States with the potential for across the board extortion and defilement.
Political risks are those related with changes that jump out at a nation's approaches administering organizations, and additionally outside elements that could influence organizations.
Answer:
True
Explanation:
If you dress inappropriately, that is not showing a good first impression. Most, if not all jobs want to have employees that can dress well, cooperate, and work well with others.
The things which Carrie Franklin can do to<em> protect herself </em>from possible scam include:
- Calling the telephone operator to verify if the Chimney Sweeps actually exist.
- Next thing would be to enquire if the office sent anybody to her home.
- Next thing would be to ask for their ID cards.
Based on the given question, we can see that Carrie Franklin received some visitors who claimed to be chimney sweepers from a company and she would<em> have to pay them</em> for cleaning her chimney.
It is important that she verifies that they are a legitimate company then look them up in the telephone listing and if she has any additional suspicions she can call the police just to be safe.
Read more about scam here:
brainly.com/question/3422329
Answer:
Variable overhead efficiency variance= $19,952 unfavorable
Explanation:
Giving the following information:
Standard hours per unit of output 5.2 hours
Standard variable overhead rate $11.60 per hour
Actual hours 2,500 hours
Actual output of 150 units
<u>To calculate the variable overhead efficiency variance, we need to use the following formula:</u>
Variable overhead efficiency variance= (Standard Quantity - Actual Quantity)*Standard rate
Standard quantity= 5.2*150= 780
Variable overhead efficiency variance= (780 - 2,500)*11.6
Variable overhead efficiency variance= $19,952 unfavorable