Answer:
The price of the item in long run equilibrium will be the same i.e $ 2 per unit
Explanation:
Given
The equilibrium price in the long run = $ 2 per unit
The price of the item in long run equilibrium will be the same i.e $ 2 per unit
The increase of price in short run will not have much impact on the Average variable cost and hence in long run the price will remain constant.
Answer:
The answer is stated below:
Explanation:
Routine business messages are those messages which are positive and help the workers in order to perform or conduct the daily business. The common and usual kind of routine message are making the requests for providing the information, handling the complaints, seeking the dispatch details of the delivery, providing the instructions and the updates the service.
The most routine business message follow the:
- Readers mostly respond in a positively manner to them.
- Convey the straight forward or direct information
- Readers are unlikely to resist.
Each marketing function occurs every time a product or a service is developed and sold in the market.
<h3>What is a marketing function?</h3>
A marketing activity, which is essential for the transfer of goods from place of origin to the place of consumption in the market, is known as a marketing function. It is a continuous process.
Hence, option C holds true regarding a marketing function.
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Assuming no safety stock, the recorder point will be 500(50*10).
Safety stock is the additional quantity of a product that's saved within the warehouse to prevent an out-of-stock scenario. It serves as insurance against fluctuations in demand.
To in addition understand Z-score, believe that no safety stock is carried. In this situation, the Z-score is 0. then again, there can be sufficient inventory to satisfy demand in 50 percent of cycles.
A reorder point (ROP) is a specific stage at which your stock desires to be replenished. In other phrases, it tells you whilst to vicinity an order so that you won't run out of stock. The reorder factor system is lead time demand + safety stock. Of course, you need to determine what your lead time demand and safety stock numbers are to determine a correct calculation.
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Answer:
The initial deposit should be $ 25.46
Explanation:
The Annuity formula is
P=R [1−(1+i)^-n/i]⋅(1+i)
Where
P= Initial deposit
R=Regular Withdraw amount
i=Interest rate
n=Number of years/periods
After entering corresponding values in the formula we get $25.46
so P (which is our initial deposit)=25.46
