Answer:
permanent roles, and contract roles.
Answer:
Explanation:
What is given:
The price of a new fabricating machine - 60
The price of a one-year-old machine - 51
The real interest rate is 10% per year
Marginal product of fabricating machines 165-2K (K - desired number machines)
If calculate the depreciation, (60-51)/51 = 15%
a) Find user cost of capital
User cost of capital is the sum of interest rate and depreciation cost multiplied by the price of new machine
= 60*(0.10+0.15) = 15 units
b) Determine the number of machines that will allow Missing Link to maximize its profit
165-2K=15
2K = 150
K = 75 machines
c)
Suppose that Missing Link must pay a tax equal to 40% of its gross revenue. What is the optimal number of machines for the company?
165-2K = 15/(1-0.4)
165-2K=14/0.6
165-2K=25
2K=140
K=70 macines
Based on the calculations, the measure of angle PON (∠PON) in equilateral triangle LMN is equal to 30°.
<h3>What is an equilateral triangle?</h3>
An equilateral triangle can be defined as a special type of triangle that has equal side lengths and all of its three (3) interior angles are equal.
Since triangle LMN is an equilateral triangle, the following applies:
LN = LM = MN
∠LNM = ∠L = ∠LM = 60°
OP // MN (O and P are midpoint).
∠NPO = 90° + (90° - 60°) = 120°
∠PNO = ∠LNP/2 = 60/2 = 30°.
Therefore, ∠PON is given by:
∠PON = 180° - (∠PNO + ∠NPO)
∠PON = 180° - (30° + 120°)
∠PON = 180° - 150°
∠PON = 30°
Read more on equilateral triangle here: brainly.com/question/14709905
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Hey there
Total Quality Management<span> (</span>TQM<span>) is a comprehensive and structured approach to an organizational </span><span>management.
</span>Total Quality Management refers to <span>systems that focus on quality. Make the quality more better and less cheaper. The better the quality of the item, the better they will make a profit. </span>
Answer:
i= 8% annual compunded
Explanation:
Giving the following information:
Your parents will retire in 18 years. They currently have $250,000, and they think they will need $1,000,000 at retirement.
We need to calculate the interest rate required to reach the $1 million goal in 18 years without any additional deposit.
FV= PV*(1+i)^n
Isolating i:
i= [(FV/PV)^(1/n)] - 1
i= [(1,00,000/250,000)^(1/18)] - 1= 0.08
i= 8% annual compunded
