Answer:
Three cases are considered: First case is to construct a small factory, second is to construct a large factory and third is to do nothing.
Construct a Small Facility is the most suitable option from the business perspective which makes case 1 recommended.
Explanation:
Case 1 - Construct a small facility
Return = [P(High Demand) x Revenue in case of High Demand] + [P(Low Demand) x Revenue in case of Low Demand] - Cost of Setup
= [ 0.4 x 12 ] + [ 0.6 x 10 ] - 6 = $ 4.8 million
Case 2 - Construct a Large Facility
Return = [P(High Demand) x Revenue in case of High Demand] + [P(Low Demand) x Revenue in case of Low Demand] - Cost of Setup
= [0.4 x 14] + [0.6 x 10] - 9 = $ 2.6 million
Case 3 - Do Nothing
Return = 0
It is with utmost importance that you take into consideration the level of education that majority of your audience has. If your topic is on artificial robotic intelligence, it would mean that you will deliver some technical jargon or discuss some complex concepts. You have to see whether the audience can follow along with your informative speech and adjust the pacing if necessary in order to convey information efficiently.
Answer:
see below
Explanation:
This transaction is affecting the bank's balance and F brown accounts. It is increasing the bank balance( asset account) by 4000 and increasing accounts payable/F brown ( liabilities account) by 4000.
An increase in assets is debited while an increase in liabilities is credited.
the journal entry will be
Bank A/c Dr. 4000
F brown A/c 4000
Answer: True
Explanation:
Marginal benefit is the maximum amount that a consumer will be willing to pay for an extra product. It should be known that as consumption rises, the marginal benefit starts reducing.
The marginal cost is the extra cost that a producer incurs when an extra unit of a product is made. Economic decisions made by economic agents are typically based on marginal as it'll be possible to know the impact of an extra decision made on a variable.
Therefore, it is better to evaluate economic decisions at the marginal, where the decision has to be made as long as its marginal benefit exceeds its marginal cost, if not equal to its marginal cost.
Answer:
reduction of energy consumption
Explanation: