Answer:
the price adult ticket is $8 and the price of children tickets is $5.
Explanation:
This question can be solved using a simultaneous equation.
Let :
x = price of adult tickets
y = price of children tickets
If 8 adult tickets and 12 student tickets are sold for a total of $124, the first equation would be
8x + 12y = $124
If 16 adult tickets and 23 student tickets are sold for a total of $243, the second equation would be
16x +23y = $243
The two equations are
8x + 12y = 124
16x +23y = 243
To solve, multiply equation 1 by 2 . This gives equation 3
16x + 24y = 248
Now substract equation 3 from 2. This gives y = 5
To find y, substitute 5 with y in equation 1
8 x + 12(5) = 124
8x + 60 = 124
Solve for x
x = 8
Therefore, the price adult ticket is $8 and the price of children tickets is $5.
I hope my answer helps you
Answer:
The supply of the output from the hydroelectric power plants to decrease
Explanation:
As mentioned in the problem statement now an extra task is added to the process of electricity production. This will slow down the output rate of electricity and hence it can be safely concluded that the supply of electricity will decrease.
Why does price discrimination improve the efficiency of the market compared to monopoly or monopolistic competition? P<span>erfect price discrimination allows us to be at a point where MC = D. Monopolistic competition equals demand for the product in the equation above. Because price discrimination relates to the price of an item changing based on the demand for it, it is ideal for demand to align with the market competition.
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Answer:
$20 million
Explanation:
The gross domestic product is the total production of final and legal goods and services produced within country during a specific period (usually a year).
All the automobiles produced by Quality Motors were manufactured in the US during 2007, so they should all be accounted for in the GDP of 2007.
GDP = consumption + investment + government + exports - imports
$12 million fall under consumption, $6 million under exports and $2 million under investments
Answer:
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