The right answer for the question that is being asked and shown above is that: "TRUE."Almost every phase of business and economic activity falls under some form of government regulation. This statement is true as far as the phase of business and economic activity is concerned.
Before going to the cost and benefits, lets take a look first at the total of what Tim makes for the two jobs. In the first job, he is paid $7 per hour for 3 hours so that is $21 total for the first job. The second job offer is $10 per hour for two hours so that is $20 for the entire second job offer. If he is going to take the first job, he will have $1 more than the second job, however, he has to work an extra hour. However, if he takes the second job, he receives $1 less but has one hour more for himself. So if he were to take the second job, it will be more beneficial to him because he can get almost the same amount but doesn't need to work as hard
Answer:
With a population growth of 2%, the GDP has to grow 12.6% per year in order to real GDP per person double in 7 years.
Explanation:
It is necessary to state the formula to calculate the GDP growth per person in 7 years and some assumptions. Defining as base of population and GDP the number 100 (aleatory picked) we can write our equation: GDP per person in year 7 = 100(1+x)^7/100(1+0.02)^7=2 In this equation X is the fixed percentage of GDP growth. By iteration process, we get that X=12.6%
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Answer:
D. $4,902
Explanation:
Schickel Inc.
RELEVANT COST can be defined as the cost that are often said to be incurred only when making specific and important business decisions because this relevant cost is used to determine whether to sell or keep a business which is why relevant cost concept is useful for eliminating some information from a particular decision-making process.
Relevant cost=
New stocks of the material purchased for $6.45 per liter.
Relevant cost of 760 liters of the material to be used.
Hence;
= $6.45 per liter ×760 liters = $4,902
Therefore the relevant cost of the 760 liters of material B39U is $4,902