I believe that the correct answer is b project manager<span />
Answer:
5000 partial depreciation
Explanation:
straight line formula is = <u>cost - scrape value</u>
useful life in years
since there is no residual value (scrape value) therefore, we divide <u>100,000 </u>
5
the answer we get 20000 per year depreciation. but the equipment is bought on 1st oct, and if assume that the year ends on Dec, 31 so it is measure for 3 month depreciation which is 5000.
Answer: The value of this exchange is $8,816.05.
Explanation:
The problem is dealing with a simple case of arbitrage of exchange rates: Lets assume that
k = koruna
b = baht
Step 1:
Sales Revenue = k2,200,000
(To get USD amount : 
Purchase Cost = b3,200,000
(To get USD amount : 
Step 2:
Profit = Sales Revenue - Purchase cost
= $86,750.7886 - $77,934.7297
= $8,816.0589
The value of this exchange is $8,816.05.
Kant's theory is a universal ethical principle and they are typically organized around the notion of a categorical imperative.
<h3>What is
Kant's theory?</h3>
Kant's theory of ethics can be defined as a universal ethical principle which states that an individual should respect the humanity in others always, and they should always act in accordance with rules that holds for everyone only.
<h3>What are ethics?</h3>
Ethics can be defined as a set of both written and unwritten principles, values or rules of moral conduct that guides and governs human behaviors. It's a reflection that is typically based on identifying what is good or bad, right or wrong and just or unjust with respect to human behaviors.
Read more on ethics here: brainly.com/question/24277955
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Complete Question?
What is Kant's theory?
Answer:
Optimal production run= 816 units per run
Explanation:
T<em>he optimal production run is the economic batch units that minimizes the balance of set-up cost and holding cost. It can be determined by adjusting the economic order quantity (EOQ) model for gradual replenishment ,</em>
EBQ = √(2× Co× D)/Ch(1-D/R)
EBQ- Economic /optimal production run
Co- set-up cost per run
Ch- holding cost per unit per annum
D- Annual Supply- 9800× 280
Production rate per day-5000
Optimal production run =
√(2×50× 800×280)/(40×(1-800/5000))
=816.4965809
Optimal production run= 816 units per run