In monopolistic competition, what effect do price variations generally have on the market as a whole?
It's no effect.
In the demonstration, 360∘ of rotation (one full rotation) represents a sidereal day. You can actually measure the length of the sidereal day by measuring the time from when <u>the star vega</u> or<u> the star sirius</u> crosses your meridian on one day (or night) until <u>it </u>crosses the meridian on the next day (or night). Mastering astronomy.
Answer:
KTM 350 full-size 450s, the 350 remains the bike for the common man. The KTM 350, along with its blood brother the Husqvarna FC350, appeals to the rank-and-file rider who doesn’t want to deal with 60 horsepower. The 350s have steadily improved over their lifespan and are currently better than ever.
Explanation:
Answer:
The amount of the tax on a bottle of wine is $5 per bottle. Of this amount, the burden that falls on consumers is $3 per bottle, and the burden that falls on producers is $2 per bottle. True or False: The effect of the tax on the quantity sold would have been larger if the tax had been levied on producers.
Explanation:
The amount of the tax on a bottle of wine is $5 ($3 + $2).
The burden on consumers is $3 ($9 - $6), which is the difference between the after-tax purchase price and the before-tax purchase price for consumers. This implies that the burden passed to consumers is $3 out of the total tax burden of $5.
The burden on producers is $2 ($6 - $4) which represents the difference between before-tax selling price and the after-tax selling price for the producers. This means that the burden passed to producers is $2 out of the total tax burden of $5.
If the tax burden were passed to the producers alone, the selling price would have been more than $11 ($6 + 5). This would have reduced demand for wine as consumers would have been forced to bear the total burden. This would have made the tax unequitable. This would have been the case unless demand is inelastic. That means that the total demanded is not sensitive to price increases.
Answer:
C(T) = $730 + $25T
R(T) = $35T
T = 193 transactions
Explanation:
Given that:
C = cost ; R = revenue ; T = number of transactions
Amount paid per transaction = $25
Cost keeping office open = $730
Amount collected on each transaction = $35
(a) Find a formula that gives C as a function of T.
C(T) = Cost of keeping office open + (cost per transaction × number of transactions)
C(T) = $730 + $25T
(b) Find a formula that gives R as a function of T.
R(T) = (Amount collected per transaction * number of transactions)
R(T) = $35T
(c) Find the number of daily transactions that are needed to make the revenue $1200 more than the cost.
R = C + 1200
Substitute the value of R and C into the equation:
35T = 730 + 25T + 1200
35T - 25T = 730 + 1200
10T = 1930
T = 1930 / 10
T = 193 transactions
