Answer: Reduce output
Explanation: Profit = Total Revenue – Total Costs
Therefore, profit maximization occurs therefore, profit maximization occurs at the most significant gap or the biggest difference between the total revenue and the total cost.
TC = AC×Q = $4×500 = $2,000
Theoretically, profit maximization occurs where MR = MC
From the forgoing, producing an extra unit will increase the cost of the company thereby reducing profit.
The company should reduced output to around 499 units or less
Answer:
$62,267.91
Explanation:
first we must calculate the interest rate = 10% + 6% + (10% x 6%) = 16.6%
now we can use the present value formula:
present value = future value / (1 + rate)ⁿ
present values for:
- cash flow year 0 = $17,100
- cash flow year 3 = $46,500/1.166³ = $29,333.06
- cash flow year 4 = $12,300/1.166⁴ = $6,654.43
- cash flow year 7 = $26,900/1.166⁷ = $9,180.42
total present value = $62,267.91
Answer: 10%
Explanation:
The Capital Asset Pricing Model or CAPM for short can be used to calculate expected return in the following manner,
Expected return = Rf+B(Rm-Rf)
Rf = Risk free rate
B = Beta
Rm= Market return.
Plugging the figures in we have
Expected return = Rf+B(Rm-Rf)
= 0.04 + 1(0.1 - 0.04)
= 0.1
= 10%
0.35 metric tons (mt) of crude oil will cost $112 if 0.90 mt cost $288.
Crude oil and other hydrocarbons can be found in liquid or gaseous form in tar or oil sands, small cavities within sedimentary rocks, and underground pools or reservoirs.
<h3>
What are crude oil and its uses?</h3>
Natural petroleum products like crude oil are made up of deposits of hydrocarbons and other organic elements. Crude oil, a sort of fossil fuel, is refined to create useful products like gasoline, diesel, and numerous other petrochemicals.
Given,
Crude oil = 0.9 (mt) cost is $288.
Required to Find Cost of Crude 0.35 (mt) =?
Find Cost of Crude (0.35 mt) = $288 multiply by 0.35 and divide by 0.9.
Find Cost of Crude (0.35 mt) = $288 x 0.35/0.9
Cost of Crude (0.35 mt) = $112
Thus, Crude oil will cost $112 for 0.35 metric tons (mt).
Learn more about Crude Oil here:
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