The MRP of this additional work is "$36".
<span>labor increases total output from = 72 to 78 units
= 78 - 72 = 6
</span><span>$6 per unit in a purely competitive market
MRP = 6 x 6 = $36</span>
Answer:
11.25; 8.75
Explanation:
On weekends,
Inverse demand function: P = 20 – 0.001Q
On weekdays,
Inverse demand function: P = 15 – 0.002Q
Let quantity demanded tickets on weekend be Q1 and quantity demanded tickets on weekday be Q2,
Profit function:
= [(20 - 0.001Q1) × Q1] + [(15 - 0.002Q2) × Q2] - [25,000 + 2.5(Q1 + Q2)]
For maximizing profit, Differentiating profit w.r.t Q1 and Q2,
⇒ (20 - 0.002Q1) - 2.5 = 0
⇒ (15 - 0.004Q2) - 2.5 = 0
Hence, solving for Q1 and Q2, we get
Q1 = 8,750
Q2 = 3,125
Therefore,
Price during weekends: P = 20 - (0.001 × 8,750)
= 11.25
Price during weekdays: P = 15 - (0.002 × 3,125)
= 8.75
Answer:
$1400
Explanation:
Accumulated depreciation is the total depreciation of an asset and is recorded on the balance sheet while the depreciation expense is recorded on the income statement as an expense.
The depreciation expense is the difference between the accumulated depreciation at the end and the accumulated depreciation at the beginning. It is given as:
Depreciation expense = accumulated depreciation at the end - accumulated depreciation at the beginning = $10700 - $9300 = $1400
Depreciation expense = $1400
Less than 0 for a linear trend, because the trend is no longer a trend but a FAD.
The answer would be when Firm Purchase Resources hope this helps