The weekly demand and supply functions for seats on flights
between Syracuse and Boston have been estimated as follows:
Qd = 1800 - 3 Price + .045 Income - 4 Weather + 1.25
Pa ( where Pa is the price of alternative
means of travel )
Qs = -60 + 4 Price
Assuming: Income( I ) = 6500, Weather (W) = 75, Pa = $260,
a. Write the equation for the demand curve.
b. Determine the equilibrium price and quantity.
c. How does an increase in the weather temperature (W) (from 75 to
115) affect the equilibrium price and quantity?
d. Keeping the weather temperature (W) at 75, determine the effect
of an increase in the price of an alternative means of
transportation, Pa, from $260 to $360 on the equilibrium price and
quantity.
e. Now again keeping the weather temperature at 75, Pa at 260, and
income at $6,500, use your demand function to write the total
revenue ( TR ) equation. (Hint: Remember that the revenue function
must be written in terms of quantity,Q.)
f. Using the same demand function, also write the marginal revenue
(MR) function.
g. Using the same demand function, determine at what price level
the total revenue (sales) on these flights would be maximized.
![Od = 1800- 3P +0.45I - 4 w ť 1.25pa (a) Od = 1800-3P + 0.45(6500] -4 (752 +1.25(250) Od = 1800-3P+ 2825 - 300+ 325 Od = 47.50](http://img.homeworklib.com/questions/55972740-78e8-11ea-abd1-994681dfb9f0.png?x-oss-process=image/resize,w_560)

The weekly demand and supply functions for seats on flights between Syracuse and Boston have been...
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