Answer:
Density of propane = 17.8 g/L
Propane is more priced than gasoline
Explanation:
Given:
Temperature, T = 298 K
Pressure, P = 10 bar = 0.987 × 10 = 9.87 atm
now,
Molar mass of propane, M = 44.1 g/mol
From ideal gas law
⇒ PV = nRT
here,
n is the number of moles
R is the ideal gas constant = 0.0821 L.atm/mol.K
also,
Density, D =
or
V =
and,
nM = mass
thus,
V =
substituting in the ideal gas relation
we have
P =
or
D =
or
D =
or
D = 17.8 g/L
Now,
1 gallon = 3.78 Liter
Therefore,
5 gallon = 5 × 3.78 Liter = 18.9 Liter
Thus,
mass of 5 gallon propane = Volume × Density
= 18.9 Liter × 17.8 g/L
= 336.42 g
or
= 0.336 kg
also it is given that Price of 5 gallon propane i.e 0.336 kg = $30
Therefore,
Price per kg =
= $89.28
and,
Mass of 5 gallons i.e 18.9 Liter gasoline = Density × Volume
= 0.692 g/cm³ × 18.9 Liter
also,
1 L = 1000 cm³
thus,
= 0.692 g/cm³ × 18.9 × 1000 cm³
= 13078.8 g
or
= 13.078 kg
Therefore,
Price per kg of gasoline =
= $2.29
hence, propane is more priced than gasoline
Answer:
The correct answer is option D.
Explanation:
Microbrewery beer is a normal good. Its prices have increased recently in recent years. The prices for fermenting vats used in beer have also risen and the consumer income has fallen.
Since beer is a normal good an increase in its price and decrease in the consumer income will decrease its demand. As a result, the demand curve will move to the left, decreasing the price of the product.
At the same time, the increase in the price of fermenting vats will increase the cost of producing beer. This will cause the supply of beer to decrease.
This will cause the supply curve to shift to the left. If the leftward shift in the supply curve is more than the leftward shift in demand, the price of beer will increase.
Answer:
47 months
Explanation:
This can be calculated using a financial calculator :
I = 18% / 12 = 1.50%
PV = -5000
PMT = 150
FV = 0
N = 47 months
Answer:
Following are the response to the given choice.
Explanation:
A residual value guaranteed 36000
Less: Residual value expected 35000
Difference 1000
5%, 5 periods PV Factor 0.7835
PV of the amount added $784
Added Amount = $784
Answer: $89,550
Explanation:
When capitalizing the cost of a fixed asset, all the costs that were associated with acquiring it and setting it up for use are to be capitalized. This includes the cost of purchase, transportation and installation.
Periodic costs are to be expensed.
Cost to be capitalized:
= Purchase price + Installation price + Cost of critical test (this is needed to find out if the machine is operate appropriately so should be capitalized)
= 85,000 + 2,950 + 1,600
= $89,550