Answer:
Total profit = $1800000 @ a given demand level of 100K units of swimsuit.
Explanation:
Lets first develop a formula representing the Total profit for any demand level, see as follows:
(Selling price per unit× d) - (cost per unit× d)= Total profit
We will be using the short forms of the components in this formula.
SP = selling price per unit
d= demand
cp= cost per unit
TP= Total profit.
Now lets substitute the values into the formula to compute profit at any demand level (in this case 100,000 units of swimsuits) as follows:
Total profit = ($40× 100000) - ($22× 100000)
Total profit = $4000,000 - $2200,000
Total profit = $1800000 @ a given demand level of 100K units of swimsuit.
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<em>(NOTE: The formula mentioned above can be used to compute the correct profit for any demand level, even though if there is a change in sp and/or cp, the formula can also be useful.)</em>
Well, yes, is that's the question
Answer:
The correct answer is option a.
Explanation:
Taxes levied on either buyers or sellers are equivalent. In both cases, the tax creates a wedge. This wedge is the difference between the price that the buyers have to pay and the price that the sellers receive.
The price that the buyers have to pay increases while the price that the sellers receive decreases. But this tax wedge does not depend on whom the tax is levied, it depends on the elasticity of demand and supply. So whether the tax is levied on buyers or sellers, the tax wedge will remain the same.
The tax burden will be shared between both buyers and sellers. So it is incorrect to say that the taxes levied on sellers and taxes levied on buyers are not equivalent.
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