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yawa3891 [41]
3 years ago
12

A long-term liability should be reported as a current liability in a classified balance sheet if the long-term debt: Is callable

by the creditor. Will be refinanced with stock. Is secured by adequate collateral. Will be refinanced with debt.
Business
1 answer:
Eddi Din [679]3 years ago
6 0

Answer:

A long-term liability should be reported as a current liability in a classified balance sheet if the long-term debt: Is callable by the creditor - Will be refinanced with stock.

Option A is the correct answer.

Explanation:  

Generally, a short term liability is required to be paid by the company within a period of 1 year. Nevertheless, if the liability is callable the creditor, the company is not required to pay the liability within a year.

Thus, in this instance, a current liability can be detailed as a long term debt in the balance sheet.

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I sent that like pulling the plug
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If the Ricardian equivalence theorem LOADING... is not​ relevant, then an​ income-tax-rate cut A. will result in a multiple time
LenKa [72]

Answer:

The correct answer is D. will result in a multiple times higher decrease in equilibrium real GDP in the short​ run; however, a​ tax-rate reduction will increase the​ automatic-stabilizer properties of the tax​ system, so equilibrium real GDP would be less stable.

Explanation:

Ricardian Equivalence is an economic theory that suggests that when a government increases expenses financed with debt to try to stimulate demand, demand does not really undergo any change.

This is because increases in the public deficit will lead to higher taxes in the future. To keep their consumption pattern stable, taxpayers will reduce consumption and increase their savings in order to offset the cost of this future tax increase.

If taxpayers reduce their consumption and increase their savings by the same amount as the debt to be returned by the government, there is no effect on aggregate demand.

The fundamental concept of Ricardian equivalence is that it does not matter which method the government chooses to increase spending, whether by issuing public debt or through taxes (applying an expansive fiscal policy), the result will be the same and demand will remain unchanged.

6 0
3 years ago
Peter offers his manager some suggestions for a new holiday display. His manager shrugs his shoulders and tells Peter that the d
Sunny_sXe [5.5K]

Answer:

Equity Theory.

Explanation:

As Peter offers his manager some suggestions for a new holiday display. His manager shrugs his shoulders and tells Peter that the display is all set. Then Sarah approaches the manager with an idea for the display, and the manager tells her that it’s a great idea. Equity theory is the model of motivation that explains how Peter is striving for fairness and justice. Equity theory explains that employees should be treated equally and fairly in order to keep them motivated at the workplace. If employees started feeling that they not being treated fairly then they will dissatisfied and demotivated at the workplace which will definitely reduces their work productivity. Human beings are motivated when they are treated fairly and equally.

6 0
3 years ago
Refer to exhibit 4-1. in a free market, ________ units of the good would be exchanged. with a price ceiling, _______ units of th
solniwko [45]
The answer is option "<span>d. 125; 75".
</span>
Free market alludes to an economy where the legislature or government forces few or no confinements and directions on purchasers and sellers. In a free market, members figure out what items are created, how, when and where they are made, to whom they are offered, and at what value—all in light of free market activity.
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3 years ago
Because of a chronic water shortage in California, new athletic fields must use artificial turf or xeriscape landscaping. If the
Colt1911 [192]

Answer: <em><u>Developers can spend $55316.9</u></em>

Explanation:

EAR =[e^{Annual percentage rate} -1]\times 100

Effective Annual Rate=(e^{(9/100)} -1)\times 100

Effective Annual Rate% = 9.42

PV_{Ordinary Annuity} = C\times [\frac{(1-(1+\frac{i}{100} )^{-n} )}{(i/100)} ]

where;

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PV =  $55316.9

7 0
3 years ago
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