Answer:
The contract would be described as <em>International Contract.</em>
Explanation:
<em>International Contracts: </em>International contracts refers to a legally binding agreement between parties based in different countries, in which they are obligated to do or not do certain things. International contracts may be written in a formal way such as the example of Frank contracting an Indian television provider.
Consequently, Frank and the Indian television provider having entered into a contract, are governed by international contract law unless they agree to abide by the laws of one of the US and India.
Moreover, <em>International sales contracts </em>are governed by the <em>United Nations Convention on Contracts for the International Sale of Goods (CISG) from 1980.</em>
Answer:
Different organizations face different constraints and rules. Not-for-profit organizations have more ways to accumulate capital (such as issuing stocks and bonds) and benefit from economies of scale. But small firms do not have to pay certain kinds of taxes.
Explanation:
Non profit organization such as NGOs have more ways to accumulate capital through international support as a result of the nature of task they are carrying out. International organization that supports NGOs are United Nation, UNICEF, WHO, IMF and world bank among others.
while small firms does not pay certain kind of taxes as a result of the nature of type of business they are into, this limits or reduces their tax payments
You tell him politely to go and check his timetable/schedule
Answer:
Speed of the truck should be 64.03 miles per hour to minimize the cost.
Explanation:
Data provided in the question:
Distance = 150 miles
Wage = $14 per hour
Cost of fuel = ( v² ÷ 250 )
Now,
Total time taken = Distance ÷ speed
= 150 ÷ v
Therefore,
Total cost, TC = Wage + Cost of fuel
= $14 × (150 ÷ v) + ( v² ÷ 250 )
= 
for point of minima differentiating with respect to 'v'
TC'(v) =
= 0
or
= 0
or
or
v³ = 2100 × 125
or
v = ∛262500
or
v = 64.03 miles per hour
hence,
Speed of the truck should be 64.03 miles per hour to minimize the cost.