Answer:
D. decreases initially and then is horizontal.
Explanation:
A horizontal long run average cost curve reflects increase in cost proportionate to output, so the firm's long run average cost curve will fall initially and then become horizontal.
Answer:
Lessor; Lessee
Explanation:
When an asset is leased, the ownership of the asset is retained with the original owner before the lease arrangement. This party is known as the Lessor and he receives regular lease payments for the use of his property by the other party.
The other party to whom the asset is leased and who uses the property is know as the Lessee. The Lessee pays the lease payments to the Lessor for the use of the property. Once the lease arrangement ends, the Lessee stops his use of the property.
Answer:
(C) $200.00 gain
Explanation:
The gain or loss on sale of fixed asset is calculated as follows:
Gain\Loss = Sale Price - (Cost of asset - Accumulated Depreciation)
If the value is positive it is gain and if the value is negative it is loss.
Here, we are provided that cost of asset = $6,000
Accumulated Depreciation = $5,000
And selling Price = $1,200
Thus, Gain/Loss = $1,200 - ($6,000 - $5,000)
= $1,200 - $1,000 = $200
As the value is positive that is selling price is more than carrying value of the asset there is a gain of $200
Thus, the correct option is
(C) $200.00 gain
Answer:
All of the above
Explanation:
Time study
Motion study
Method study
All of the above
Answer:
Option (d) $195
Explanation:
Data provided in the question:
Number of shares purchased = 100
Price per share = $30
Selling price per share = $29
Commission paid at the time of purchase = $50
Commission paid at the time of sale = $45
Dividend paid = $2 per share
Now,
Total cost of purchasing the shares
= Price of shares + Commission
= ( 100 × $30 ) + $50
= $3000 + $50
= $3050
Revenue from sales
= Selling price of shares - Commission
= ( 100 × $29 ) - $45
= $2900 - $45
= $2855
Therefore,
Capital loss = Total cost of purchasing the shares - Revenue from sales
= $3050 - $2855
= $195
Hence,
Option (d) $195
