Answer:
$1.25
Explanation:
Data provided in the question:
The pre-tax price of gasoline = $1 per gallon
Imposed tax per gallon = $0.50
Now,
The total tax burden on the consumer is $0.50
considering the condition that the consumer tax burden is equal to the producer tax burden
The total tax burden will be divided in equal parts to the consumer and the producer
Thus,
The equal tax burden will be = [ Total tax burden ] ÷ 2
= $0.50 ÷ 2
= $0.25
Hence,
The gross price of gasoline after the tax will be = $1 + $0.25
= $1.25
Answer:
The correct answer is 8 $ per box
Explanation:
Solution
Given that:
Let EOQ = √(2*D*S/H) = √(2*500*150/0.2*P)
(a) Let P = 8.5 $/box
Then,
EOQ = √(2*500*150/0.2*8.5) = 297 boxes
Thus,
No feasible as P = 8.5 $/box when Q<=200
(b). Let P = 8 $/box
Thus,
EOQ = SQRT(2*500*150/0.2*8) = 306 boxes (approx)
This quantity is right as it falls between 200 and 800.
Therefore the price at the optimal order quantity that minimizes total annual cost is 8 $/box
Answer: The correct answer is "is only as reliable as the estimated rate of growth".
Explanation: The dividend growth model: is only as reliable as the estimated rate of growth because the growth model is a method to assess the price of a company's stock using constant growth and discounting the value of future dividends today.
<u>This happens because it assumes that the growth that the company will experience is constant.</u>