The inconsistency is that the decision ultimately ruled that the court did not have jurisdiction to hear the case. <span>Marshall's opinion assumes the Constitution was written in the past tense, whereas it was actually written in the present perfect tense. This results in an internal inconsistency in Marshall's opinion with respect to what the Constitution specifically provides. </span>
The journal entries to record the March 4, 2023, transaction is: Debit Accounts receivable $5,500; Credit Allowance for doubtful accounts $5,500.
<h3>Journal entries</h3>
Carla Vista Co. Journal entries
March 4, 2023
Debit Accounts receivable $5,500
Credit Allowance for doubtful accounts $5,500
Debit Cash $5,500
Credit Accounts receivable $5,500
Therefore the journal entries to record the March 4, 2023, transaction is: Debit Accounts receivable $5,500; Credit Allowance for doubtful accounts $5,500.
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Answer:
<em>The elasticity of Yvette's labor supply is 2.67 and the value is greater than 1 so the wage range is elastic.</em>
Explanation:
The wage one is given as
= $35
The Quantity of time is given as 
=4 hours
The second wage is given as 
=$45
The quantity of time for second wage is 
=8 hours
So the calculation of elasticity is as
By replacing the values
So <em>The elasticity of Yvette's labor supply is 2.67 and the value is greater than 1 so the wage range is elastic.</em>
Answer: a. $73,810.88
b. $10,185.18
Explanation:
a. The payments of $11,000 are constant so this can be considered an Annuity.
The cost of the Computer is it's present value which is,
Present Value of Annuity = Annuity Payment * Present Value Interest Factor of Annuity, 11%, 10 periods
= 11,000 * 6.71008 (Payment is made at the end of the year so this is an Ordinary Annuity)
= $73,810.88
b. When an Annuity is instead paid at the beginning of the period it is considered to be an Annuity due.
The formula is the same but for the figures ,
Present Value of Annuity Due = Annuity * Present Value Interest Factor of an Annuity Due, 11% , 10 periods
73,810.88 = Annuity * 7.24689
Annuity = 73,810.88/7.24689
= $10,185.18
Answer:
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Explanation:
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