Answer: $438
Explanation:
Antoine's tax basis in the stock received in the exchange will be gotten as the adjusted basis of asset exchanged which will then be decreased by the liability assumed on the property that's transfered. This will be:
= $535 - $97
= $438
Therefore, Antoine's tax basis in the stock received in the exchange is $438.
<span>Credit cards are included in neither the M1 definition of the money supply nor in the M2 definition. Credit cards do not come under these definition because M1 and M2 by definition deals with deposits, saving accounts tiny deposits and assets conversion and cash in the money supply sector. Hence the concept of credit cards is not covered in M1 and M2.</span>
Answer:
Here all of these options are wrong , the correct answer is regardless of how the tax is levied the burden of tax would be shared by both the seller and buyer.
Explanation:
Tax can be said as primary source of income for the government. When a tax is levied on the goods , the burden of that would have to be bear by both buyer and seller , irrelevant of how that levied . If the taxes are high then the demand by buyer would be less and seller would receive low price because less people would buy and n the case where taxes are low demand would be high and seller would receive high prices ,in both cases tax would be levied on both seller and buyer and how much it would be depends upon the elasticity of demand and supply. So all the statements given here are false or invalid.
Answer:
variable markup % = 60%
Explanation:
total units sold 22,000
total costs associated with selling the 22,000 units:
variable production costs $18 x 22,000 = $396,000
variable S&A costs $13 x 22,000 = $286,000
fixed overhead = $20,500
fixed S&A = $36,700
total costs = $739,200
total cost per unit = $33.60
selling price = $33.60 + $16 = $49.60
markup percentage = [(sales price - unit cost) / unit cost] x 100
the total markup % = [49.60 - 33.60) / 33.60] x 100 = 47.62%
but since we are going to calculate the markup percentage solely based on variable costs, then:
variable cost per unit = $31
selling price = $49.60
the variable markup % = [49.60 - 31) / 31] x 100 = 60%
