That statement would be false
Reducing the number of sellers means that the quantity of the products that available in the market is also reduced
This will cause the curve to move to the left ( it goes right if the quantity of the products is increased)
Answer:
they have an opportunity to exploit network effects and positive feedback loops
Explanation:
The first mover advantage refers to competitive advantages that can be achieved by a firm that first enters a market or launches a new product first. E.g. Volkswagen has a first mover advantage in China because it was the first foreign car manufacturer to successfully a car factory there. Another type of first mover advantage would be the ones obtained by Apple for launching the first smartphone.
Network effects refers to a good or service becoming more valuable because more people purchase or use them, e.g. social media apps.
Positive feedback loops occurs when a company's output is used as a positive input in the productive system, e.g. when a company uses information gathered by customer service (CRM) to improve the products or services it offers.
No, she can’t do that because the person who ordered the table settings paid for what they were supposed to send so she needs to of sent them if not that’s false advertising.
Solution :
The optimal order quantity, EOQ = 
EOQ = 
= 115.47
The expected number of orders = 

= 17.32
The daily demand = demand / number of working days

= 8.33
The time between the orders = EOQ / daily demand

= 13.86 days
ROP = ( Daily demand x lead time ) + safety stock

= 76.64
The annual holding cost = 

= 207.85
The annual ordering cost = 

= 207.85
So the total inventory cost = annual holding cost + annual ordering cost
= 207.85 + 207.85
= 415.7
Answer:
Explanation:
Start with your gross income. Income is on lines 7-22 of Form 1040.
Add these together to arrive at your total income.
Subtract your adjustments from your total income (also called “above-the-line deductions”)
You have your AGI.