The number of burritos that will be supplied depends on the costs the supplier incurs.
You did not include any charts that can be used to answer this specific question so I will give a general answer.
When a supplier is deciding the price at which to supply a good, they look at:
- Their costs both fixed and variable
- The price others are charging
- The demand for the good
The most important factor is their costs. If in this case, it costs more than $1 to produce a burrito, they will not supply burritos. If their costs are less than a dollar, the number of burritos supplied will then depend on other factors but they will supply some.
In conclusion, if the cost to make the burrito is less than $1, the supplier will supply no burritos but if the cost is less, they will supply based on other factors.
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Answer:
$10,800 underapplied
Explanation:
Calculation for If overhead is applied based on machine hours, the overapplied/underapplied overhead is:
Overhead machine hours=[($1,044,000/24,000)×23,600]-1,037,400
Overhead machine hours=($43.50 x 23,600) - 1,037,400
Overhead machine hours=$1,026,600- 1,037,400
Overhead machine hours= $10,800 underapplied
Therefore If overhead is applied based on machine hours, the overapplied/underapplied overhead is:$10,800 underapplied
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Answer:
Portugal has comparative advantage in producing olives.
Switzerland has comparative advantage in producing fish.
Portugal can gain from trade if it receives more than 3 pounds of fish per crate of olives.
Switzerland can gain from trade if it receives more than 1/11 of olives for each pound of fish.
d. 18 pounds of fish per crate of olives.
Explanation:
Switzerland and Portugal both countries can produce Olives and fish. One country has advantage in producing fish while other has advantage in producing olives. Both countries can gain from trade if they find a intermediary way so that both countries can be in win win situation. It is beneficial for Portugal if it trades with Switzerland if it receives more than 3 pounds of fish.
The own-price elasticity of the soccer cones is -0.67
The computation of the own-price elasticity of the soccer cones is as follows:
We know that
The Elasticity of demand is
= (change in quantity ÷ average quantity) ÷ (change in price ÷ average price)
Here
Change in quantity = 14 - 10 = 4
average quantity = (14 + 10) ÷ 2 = 12
change in price = 3 - 5 = -2
average price = (3 + 5) ÷ 2 = 4
So,
The Elasticity of demand is
= (4 ÷ 12) ÷ (-2 ÷ 4)
= -0.67
Therefore we can conclude that the own-price elasticity of the soccer cones is -0.67
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