Answer: Reduction of imports will move spending on another national output to spending on domestic output
Explanation:
Artificial tree barrier such as tariff and import quotas reduce unemployment in one US industry and has another industry increase it's productivity due to this effect. Reduction of imports will move spending on another national output to spending on domestic output, this would cause the domestic output and employment to rise
Answer:
The correct answer is letter "B": social entrepreneur.
Explanation:
Social entrepreneurs are people interested in going into ventures not necessarily to generate revenue but for making a good to their societies. Their organizational activities mainly focus on providing pollution-free goods or acting as a philanthropic entity. These institutions have a high corporate social responsibility that aims to last over long periods.
Answer:
You should never use the top of a ladder as a step. The employer should correct the worker’s behavior and ensure he knows the proper way to use a ladder.
Explanation:
He is standing at the top. He is not suppose to and OSHA does not approve this.
Answer:
It often proves difficult to actually realize the change that you have come up with. Especially when it comes to cultural or behavioral change. We want to show that change is not so much something that you have to get others to join. You have to make your change part of it
Answer:
The correct option is yes,the $15,000 will double each 7.5 years.In 15 years ,it will double twice.
Explanation:
The 72 rule stipulates that the number of years it would take an investment to achieve accumulate a certain amount- future value, can be computed by dividing 72 by the interest rate earns by the investment
N, the number of years=72/9.6
=7.5 years
Invariably,in 7.5 years' when Sally would have been 10.5 years(3 years now+7.5 years) the investment would have doubled.
By another 7.5 years when Sally would have been 18 years(10.5 years +7.5 years), the investment would have doubled twice.
The 72 rule is fast-track approach to calculating the duration of an investment.
