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:
$4,565.22
; $5,434.78
Explanation:
Weight of X be “W” and Weight of Y be “1 - W”
Expected return = (Stock X × Weight of X) + (Stock Y × Weight of Y)
10.85% = (12.1% × W) + [9.8% × (1 - W)]
10.85% = (12.1% × W) + 9.8% - (9.8% × W)
2.3% × W = 1.05%
W = 45.6522%
Therefore, 1 - W = 54.3478%
Investment in Stock X = 10,000 × 45.6522%
= $4,565.22
Investment in Stock Y = 10,000 - 4,565.22
= $5,434.78
Here is the answer. Given that Maldo Gernonimo spent $235 per night and he stayed for 2 nights so the total is $470. $46 per day so the two days is $92. And the transportation is $535. To sum this up, the total is $1,097. Since he has a budget of $1,200, the maximum that he can spend on dinner each of the two nights is $97.5. Hope this helps.
Answer: Year-end function planning with my tips
Involve management in the arrangements.
Set the date.
Decide on a theme.
Get a venue.
Decide on food and be mindful of allergies, cultures, and eating habits.
Make personal and exciting online invitations.
Arrange for group shuttle services for safe transportation.
Always keep the budget in mind.
Explanation:
Done this before.
Answer:
Assume: only one of the ware house expansion projects can be implemented and suppose that, if test marketing of the new product is carried out, the advertising campaign also must be conducted and vice versa. Also suppose that the purchase of new equipment cannot be undertaken unless the basic research or the extensive warehouse expansion are implemented.
Formulate the corresponding model for maximizing the net present value subject to the restrictions stated above
Yi (1 if investment alternative is selected, o otherwise)
i = 1, 2, 3, 4, 5, 6
Max Z = $4,000y1 + 6,000y2 + 10,500y3 + 4,000y4 + 8,000y5 + 3,000y6
∴ NPV = 17,500
