ANSWER: Surplus by $1,152
EXPLANATION: Traci had a budget of $770 for fixed expense and $530 for living expenses per month which adds up to $1,300 expenses per month. Since she has no annual expense, her yearly total expense would be $15,600.
Traci earns $16,752 so by subtracting her expense from income, we get $16,752 - $15,600 = $1,152
Answer:
The answer is $1,402,000
Explanation:
Cost of an asset is the total cost of acquiring and asset plus the cost incurred in bringing the asset to a working condition e.g cost of transporting the asset to factory, cost of installation etc.
Cost of the machine is:
Cost of acquisition $4,000,000
Cost of installation. $10,000
Building a clean room. $3,000,000
Total cost is. $7,010,000
No salvage value
Useful life is 5 years
Cost of depreciation using the straight-line method is
(cost of the asset - salvage value) ÷ number of useful life
$7,010,000 ÷ 5
= $1,402,000
Answer:
The appropriate solution is "$130,000".
Explanation:
The given values are:
No. of common shares outstanding
= 50,000
Dividend per share
= $1.80
No. of preferred shares outstanding
= 8,000
Dividend per share
= $5
Now,
The total dividend on common shares will be:
= 
On substituting the values, we get
= 
=
($)
The total dividend on preferred stock will be:
= 
On substituting the values, we get
= 
=
($)
Hence,
The total dividend paid by company will be:
= 
= 
=
($)
Thus the above is the correct answer.
Answer: $132,000
Explanation:
Oscar's new basis on the building will be the basis of the old building plus any additional investment he added.
This is the because there is no gain on the $140,000 he received because it was an Involuntary Conversion amount and he reinvested it into another building within a period of 2 years.
As there is no gain, the building will retain it's original basis but will add any amount outside the involuntary replacement cost of the building.
The Additional basis will be,
= Cost of building - Insurance
= 142,000 - 140,000
= $2,000
The Basis for the new building is,
= 130,000 + 2,000
= $132,000
Matthew decides to buy expensive designer jeans. Less expensive jeans are available, but the added cost of the designer brand is worth it to Matthew most likely because His preference is for designer labels, since the assertions made by the other manufacturers, which claim that designer trousers are less expensive, are illogical. This is further explained below.
<h3>What is the cost?</h3>
Generally, payment is required before it can be obtained or completed.
In conclusion, Affluent designer jeans are Matthew's choice. There are cheaper jeans out there, but Matthew most certainly prefers designer labels since the arguments of the other manufacturers, who say that designer pants are less costly, are irrational.
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