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gavmur [86]
3 years ago
12

You are the owner of a smoothie shop in California. Afterhearing a podcast about customer relationship management (CRM), youdeci

de to gather more information regarding customer behavior inyour store to better understand the relationships that existbetween your business and your customers. CRM is a comprehensivebusiness model for increasing revenues and profits by focusing oncustomers.Customer Lifetime Value (CLV) is particularly importantwhen it comes to CRM and is often considered one of the mostcrucial metrics associated with a CRM system. Collecting data oncustomers and their relationships with a company (and commonlystoring it within a CRM system) helps make it possible to calculateCLV, or the total amount a customer will spend throughout theirrelationship with a company.
After a review and analysis of your customer data you are ableto determine the following information:
Average Value of Sales per Year per Customer: $120
Average Customer Retention Cost: $75
Customer Acquisition-oriented Marketing Expenses per Month:$1,000
Average Customer Retention Rate: 80%
You acquire an average of 25 new customers a month.
Use the following equations to help determine the CLV:
Average Customer Acquisition Cost = CustomerAcquisition-oriented Marketing Expenses per Month/Number of NewCustomers Acquired per Month
Customer Lifetime Value = [1/(1-Average Customer Retention Rate)] x(Average Value of Sales per Year per Customer)- (Average customerAcquisition Cost + Average Customer Retention Cost)
This activity is important because marketing managers need tounderstand and know how to calculate customer lifetime value as apart of customer relationship management. Knowledge of CLV caninform a number of critical marketing decisions related to suchfactors as the development of strategies designed to aid in theacquisition, nurturing, and retention of customers.
The goal of this exercise is to test your understanding of CLVby considering this example.
You must (1) complete the spreadsheet and (2) answer thequestions that follow to receive full credit for this exercise.
Business
1 answer:
Svetach [21]3 years ago
3 0

Answer:

Average Customer Retention rate = 80%  

Average Value of Sales per year per customer = $120  

Average customer acquisition cost = Customer acquisition oriented market expenses per month/  

number of new customers acquired per month  

=\frac{1000}{25} = 40  

Average customer retention cost = $75  

CLV =[1/(1- Average customer retention rate)] x (average value of sales per year per customer)-(average customer acquisition cost + average customer retention cost)  

= [1/(1-0.8)] x 120-(40+75)

=$485  

A) Average customer retention rate =90%  

B) Average value of sales per year per customer = $125  

C) Average customer acquisition cost =$60  

D) Average customer retention cost =$100  

CLV = [1/(1- Average customer retention rate)] x (average value of sales per year per customer)-(average customer acquisition cost + average customer retention cost)  

= [1/(1-0.9)] x 125 - (60+100)

E) Customer Lifetime Value = 1090

Explanation:

Here are the spreadsheets.

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Answer:

(a)

January 1  Cash                      20000 Dr

                      Bonds Payable      20000 Cr

(b)

June 30    Interest expense    850 Dr

                          Cash                       850 Dr

Explanation:

a.

The bonds are issued at par value thus full cash equal to the par value of these bonds will be received on the issuance date.

b.

The ineterst is paid at 8.5% annually. The annual interest oayment equals 20000 * 0.085 = 1700

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4 0
3 years ago
Alameda Tile sells products to many people remodeling their homes and thinks that it could profitably offer courses on tile inst
Aneli [31]

Answer:

Alameda Tile

a. The enrollment to enable Alameda Tile to break even = 500 students.

b. To make an operating profit of $80,000, number of students

= 750 students

c. With projected enrollment for the year of 800 students:

1. Operating profit = Total Contribution - Fixed Costs

= ($320 * 800) - $160,000

= $96,000

2. a) Operating Profit, if the tuition per student decreased by 10%.

New selling price = $720  which is $800 * (1 - 10%)

Variable cost             480

Contribution           $240

Operating profit = Total Contribution - Fixed Costs

= ($240 * 800) - $160,000

= $32,000

2. b) Operating Profit, if the tuition per student increased by 20%.

New selling price = $960  which is $800 * (1 + 20%)

Variable cost             480

Contribution           $480

Operating profit = Total Contribution - Fixed Costs

= ($480 * 800) - $160,000

= $224,000

3. a) Operating Profit, if variable costs per student decreased by 10%.

Selling price =         $800

Variable cost             432     $480 * (1 - 10%)

Contribution           $368

Operating profit = Total Contribution - Fixed Costs

= ($368 * 800) - $160,000

= $134,400

3. b) Operating Profit, if variable costs per student increased by 20%.

Selling price =         $800

Variable cost             576     $480 * (1 + 20%)

Contribution           $224

Operating profit = Total Contribution - Fixed Costs

= ($224 * 800) - $160,000

= $19,200

4. Operating profit, if fixed costs reduced by 10% and variable cost increased by 10%:

Selling price =         $800

Variable cost             528     $480 * (1 + 10%)

Contribution           $272

Operating profit = Total Contribution - Fixed Costs

= ($272 * 800) - $144,000 ($160,000 * (1 - 10%)

= $73,600

Explanation:

a) Data and Calculations:

Tentative Price and Cost Characteristics:

Tuition $ 800 per student

Variable costs (tiles, supplies, and so on) 480 per student

Fixed costs (advertising, salaries, and so on) 160,000 per year

Per unit       Tentative

Selling price = $800

Variable cost    480

Contribution  $320

b) Computation of break-even point:

To break-even with fixed cost of $160,000, sales unit will be equal to:

Fixed cost/Contribution per unit = $160,000/$320 = 500 students

c) Fixed cost + Target Profit /Contribution per unit:

= ($160,000 + $80,000)/$320

= $240,000/320

= 750 students

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