D I think I could be wrong lmk
The question is incomplete. Here is the complete question
Suppose the demand for Digital Video Recorders (DVRs) is given by Q = 250 - .25p + 4pc, where Q is the quantity of DVRs demanded (in 1000s), p is the price of a DVR, and pc is the price of cable television. How much does the quantity demanded for DVRs change if the p rises by $40? A) drops by 10,000 DVRs B) increases by 16,000 DVRs C) drops by 2,500 DVRs D) increases by 4,000
Answer:
Drops by 10,000 DVRs
Explanation:
The demand for digital video recorders is expressed by
Q= 250- .25p+4pc
Where
Q represents the quantity demanded by the customers
P represents the price of DVR
pc represents the price of cable television
Since the factor of p in the expression above is negative, this implies that the quantity of DVR demanded in the market will reduce
If the price of DVR increase by $40, then the quantity demanded will reduce by
= 0.25×40×1000
= 10×1000
= 10,000 units
Hence the quantity of DVRs drops by 10,000 DVRs if the price is increased to $40
Not trying to sale to the wrong company or risking on a single product of some sort.
Answer:
The answer is 27 hours
Explanation:
Solution
The Comparative advantage depends on production of the lower opportunity cost
The opportunity cost of a production is =maximum production of other good /maximum production of the good
Now,
The opportunity cost of hot dog bun for town A =10/4=2.5
Thus,
The opportunity cost of hot dog bun for town B=6/10=0.6
So,
The town B has a comparative advantage in hot dog buns and A in sausages
Town A will produce-only sausages and it will take the time of
time in hours =total required a quantity of the good /number of products in an hour
Now,
The time for Town A for sausages=120/10=12 hours
The time for Town B for hot dog buns=120/8=15 hours
Therefore, The total time =12+15=27 hours.
