Answer:
The correct option is option D, that is A set of buyers sharing the common needs or characteristics that the company decides to serve.
Explanation:
The concept of target market is termed as the group of potential customers to whom a company wants to sell its products and services. This group also includes specific customers to whom a company directs its marketing efforts.
Thus
Option A is not correct as it is not the market target, it is the process of market segmentations.
Option B is not correct as it is a the market coverage strategy which targets several segments of the market.
Option C is not correct as it is a method of effective marketing.
So only option D is correct.
Journal entries
A.
Dr Cash $6,871.50
DrCash Exceed and Short $50.75
Cr Sales Revenue ($6,871.50+ 50.85) $6,922.25
B.
Dr Cash ($6,922.25 +28.32) $6,950.57
Cr Sales Revenue $6,922.25
Cr Cash Exceed and Short $28.32
Answer:
C) Quantity demanded will decrease, quantity supplied will increase, and a surplus will result
Explanation:
Price floor is the least amount a good or service can be sold. A price floor is usually set above equilibrium price.
When a price floor is enacted, it usually discourages demand because prices are usually set higher and encourages supply.
As a result, quantity demanded will decrease, quantity supplied will increase, and a surplus will result.
I hope my answer helps you.
Answer: 21%
Explanation: The developer purchased 3 properties and he can buy each property for $20 per square foot.
Therefore: 75 × 110 =8250 square feet.
8250 × $20 = $165 000 per lot.
Each lot was sold for $200 000. Which means the developer made profits of:
$200 000 - $165 000 = $35 000 per lot.
The percentage of profit on each lot is:
Percentage of profit on cost amount:
= 
= 0.2121212 recurring × 100
= 21,21%
Percentage of profit on sale amount:
= 
= 0.175 × 100
= 17,5%
Answer:
PV= $9,355.78
Explanation:
Giving the following information:
If $ 9,000 is invested in a certain business at the start of the year, the investor will receive $ 2,700 at the end of each of the next four years.
Interest rate= 6%.
First, we need to find the final value
FV= {A*[(1+i)^n-1]}/i
A= payment
FV= {2,700*[(1.06^4)-1]}/0.06= 11,811.46
Now, we calculate the present value:
PV= FV/(1+i)^n
PV= 11,811.46/1.06^4= $9,355.78
