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
Answer:
Capital budgeting
Capital Structure
Working Capital Management
Explanation:
When a company wants to introduce any new product in the market it will do the cost benefit analysis and will involve the capital budgeting decisions.
When any kind of bonds are sold, shares are issued, debentures are sold, then that is about creating source of capital that is about, capital structure decision.
When the decision is made relating to any current assets or current liabilities, it is refer to working capital decisions as the working capital includes decision of current assets and current liabilities.
Answer:
land
labour
capital
entrepreneur
Explanation:
land
examples include waterbodies and land forms like plateau and ridges
capital
include monetary wealth i.e money and machinery
entrepreneur
includes sole proprietorship and partnership
labour
include skilled and unskilled labour
She should choose to<span> take a lump-sum of $271,000 now. This is the best option since the other option would have a present value less than $271,000. If you use the present value annuity calculator, you can get the present value of the installment option to be </span>$259,768.60. Therefore, the the lump – sum payment option is the most appropriate.<span> </span>
