Answer:
Demographic
Explanation:
A market segment is a portion of a large market in which the individuals, groups or organizations share one or more characteristics that cause them to have relatively similar products needs.
A market segment consist of a group of customers that share a similar set of needs and wants.
Are four categories of segmentation:
-Geographic
-Psychographic
-Behavioral
-Demographic. The process of dividing a market through variables such as age, gender, education level, family size, occupation, income, and more. This is one of the most used strategies amongst marketers.
Answer:
a. Traditional Income Statement
Sales ($125 x 140) $17,500
Cost of Sales ($60 x 140) <u>($8,400)</u>
Gross Profit $9,100
Salaries ($1,300)
Rent ($1,000)
Sales Commission ($17,500 x 5%) <u>($875) </u>
Net income <u>$5,925</u>
b. Contribution Margin Income Statement
Sales ($125 x 140) $17,500
Less: variable Costs
Cost of Sales ($60 x 140) ($8,400)
Sales Commission ($17,500 x 5%) <u>($875) </u>
Contribution Margin $8,225
Less: Fixed Costs
Salaries ($1,300)
Rent <u>($1,000)</u>
Net income <u>$5,925</u>
Explanation:
a.
Traditional Income statement calculates the gross profit after deducting the cost of goods sold from the revenue. After that it deduct all the operating expenses to calculate the Net Income.
b.
Contribution margin income statement consider all the variable expenses as cost of product cost and calculates the contribution margin, after that the fixed costs are deducted calculate the net income.
Answer:
P= 18
Explanation:
Giving the following information:
Fixed costs= 2,500,000 + 300,000= 2,800,000
Variable costs= 10 per unit
Estimated demand= 100,000 units
Break-even point= fixed costs/(P - variable cost)
100,000= 2800000/(P - 10)
100000*(P - 10)= 2,800,000
100000*P - 1,000,000= 2,800,000
100000P=1,800,000
P= 18
Answer:
Hence, $ 145548.77 should be invested in B today for it to be worth as much as investment A 9 years from now.
Explanation:
Future value of investment A
=2180*(((1+(8%/12))^(9*12)-1)/(8%/12))
=343196.39
How much money would you need to invest in B today
=343196.39/(1+10%)^9
=145548.77
