Multiple-Level Break-Even Analysis
Nielsen Associates provides marketing services for a number of
small manufacturing firms. Nielsen receives a commission of 10
percent of sales. Operating costs are as follows:
Unit-level costs | $0.02 per sales dollar |
Sales-level costs | $200 per sales order |
Customer-level costs | $800 per customer per year |
Facility-level costs | $60,000 per year |
(a) Determine the minimum order size in sales dollars for
Nielsen to break even on an order.
$Answer
(b) Assuming an average customer places five orders per year,
determine the minimum annual sales required to break even on a
customer.
$Answer
(c) What is the average order size in (b)?
$Answer
(d) Assuming Nielsen currently serves 100 customers, with each
placing an average of five orders per year, determine the minimum
annual sales required to break even.
$Answer
(e) What is the average order size in (d)?
$Answer
(f) Explain the differences in the answers to (a), (c), and
(e).
In multiple customer firms the break-even point decreases as the number of customers increases.
Even if individual orders have a positive contribution, some customers may be unprofitable.
In the long-run the most important costs are facility level costs.
The most important costs to cover are unit level costs.
(a) Determine the minimum order size in sales dollars for Nielsen to break even on an order. |
|
An order involves 2 following direct cost associated with it |
|
Unit-level costs |
|
Sales-level costs |
|
To break even it should cover above two costs |
|
Lets assume X is the minimum order size |
|
X = $200 + $0.02X |
|
0.98 X = 200 |
|
X = $200/0.98 |
|
Minimum Order Size |
$ 204.08 |
(b) Assuming an average customer places five orders per year, determine the minimum annual sales required to break even on a customer |
|
Costs associated with a customer involves following costs |
|
Unit-level costs |
$0.02 per sales dollar |
Sales-level costs |
$200 per sales order |
Customer-level costs |
$800 per customer per year |
Lets assume that X is the minimum annual sales to a customer |
|
X = 800 + 5*200 + 0.02*X |
|
0.98X = 1800 |
|
X = 1800/0.98 |
$ 1,836.73 |
Minimum annual sales required to break even on a customer |
$ 1,836.73 |
(c) What is the average order size in (b)? |
|
Average order size in (b) = Minimum annual sales required to break even on a customer/ Average orders placed by a customer |
|
=1836.73/5 |
|
$ 367.35 |
|
(d) Assuming Nielsen currently serves 100 customers, with each placing an average of five orders per year, determine the minimum annual sales required to break even. |
|
Costs associated with a customer involves following costs |
|
Unit-level costs |
$0.02 per sales dollar |
Sales-level costs |
$200 per sales order |
Customer-level costs |
$800 per customer per year |
Facility-level costs |
$60,000 per year |
Lets assume Y is Minimum annual sales required to break even |
|
Y = 60,000 + 800*100 + 200*100*5 + 0.02*Y |
|
0.98Y = 240000 |
|
Y = 240000/0.98 |
|
Minimum annual sales required to break even |
$ 244,897.96 |
(e) What is the average order size in (d)? |
|
Average Order size = Average Annual Sales/Number of orders |
|
=244,897.96/(100*5) = $48,979.6 |
f. The difference in answers is due to multiple level break even like cost centre accounting and the total cumulative cost is in last part.
Multiple-Level Break-Even Analysis Nielsen Associates provides marketing services for a number of small manufacturing firms. Nielsen...
Multiple-Level Break-Even Analysis Nielsen Associates provides marketing services for a number of small manufacturing firms. Nielsen receives a commission of 10 percent of sales. Operating costs are as follows: Unit-level costs $0.02 per sales dollar Sales-level costs $200 per sales order Customer-level costs $800 per customer per year Facility-level costs $60,000 per year (a) Determine the minimum order size in sales dollars for Nielsen to break even on an order. $Answer (b) Assuming an average customer places five orders per...
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