Two exceptions to the special passive activity rule for real estate activities provide the whole or partial offset of real estate rental losses against active or portfolio income, even when the business is otherwise regarded as a passive activity.
<h3>Which rules regarding passive activities for rental revenue are exceptions?</h3>
- You have a stake in the yearly commerce or economic activities.
- During the current tax year or at least 2 of the 5 tax years prior, the rental property was utilized primarily in that trade or company.
<h3>Only real estate is subject to passive loss restrictions, right?</h3>
Generally speaking, the following actions can result in passive losses (and income): leasing of equipment. Rental property (though there are some exceptions) a farm or a sole proprietorship in which the taxpayer has no substantial interest.
<h3>How can passive income be balanced?</h3>
Selling off your rental properties will help you make up for your passive losses. You don't actually have to sell the property that's causing the losses to balance them effectively. Any passive income will be offset by losses.
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When supply increases, the supply curve shifts to the right.
<h3>What is the supply curve?</h3>
This is the curve that is used to show the amount of goods that the producers would be able to make available for the market at a particular price. The supply curve shifts to the right when there is an increase in supply in the economy.
Hence this answers our question by saying that When supply increases, the supply curve shifts to the right.
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It’s the second one
(Send extra money each month)
Hope this helps!
Answer:
The correct option is c. $8.
Explanation:
Ken will maximize utility where the following equation holds:
MU of Sprite / Price of Sprite = MU of potato chips / Price of potato chips ................. (1)
Where;
MU of Sprite = Marginal utility of Sprite = 3
Price of Sprite = $1 per can
From the table in the question, equation (1) holds at the point where Marginal utility of potato chips is 6 since the Potato chips cost $2 per bag.
Substituting the values into equation (1), we have:
MU of Sprite / Price of Sprite = MU of potato chips / Price of potato chips => 3 / 1 = 6 / 2 = 3
Since when the marginal utility of potato chips that maximizes utility is 6, Ken consumes 4 Bags of Potato chips monthly and pays $2 per bag at this point, the amount he spends on potato chips each month can be calculated as follows:
Amount spent on potato monthly = Number of bags of Potato chips consumed monthly * Cost of potato chips per bag = 4 * $2 = $8
Therefore, the correct option is c. $8.
Answer:
$7,200
Explanation:
The computation of the total manufacturing overhead assigned is shown below:
= ($168,640 + $127,840 + $554,400 + $1,078,000) ÷ $514,368
= 375% per direct-labor dollar.
Now
= $514,368 ÷ 8,037
= $64 per DL hour.
And,
= $64 × 30 direct labor hours
= $1920.
So,
Manufacturing overhead is
= 1920 × 375%
= $7,200
