orginal text on
http://www.freequality.orgABC Analysis
Separating
the vital few from the trivial many
The Concept
Over
100 years ago, Vilfredo Pareto made the statement that “twenty percent of the
population owned 80 percent of the property in Italy.” In 1940, Joseph Juran, a
mechanical engineer, reapplied Pareto’s principle. In doing so, he created
Pareto analysis or ABC analysis. Juran said that by using this analysis you
could separate the “vital few” from the “trivial many.” Managers use this
analysis today to prioritize tasks by those that are of most “worth.”
How To Use ABC Analysis: Sally’s
Grocery Store
While
ABC analysis can be used for many different things, we are going to look at it
from an inventory perspective. To better understand this tool, we are going to
talk about Sally who owns a grocery store. She is fairly profitable, but would
like to focus on the items that create more revenue. As you work this analysis,
I will refer back to Sally’s grocery store, and how her analysis went.
First, make a list of all inventory items
and how many you keep in stock.
|
Sally's Inventory |
In stock |
|
Apples |
150 |
|
Toothbrushes |
100 |
|
Paper Towels |
200 |
|
Flowers |
50 |
|
Squash |
30 |
|
Magazines |
200 |
|
Stools |
100 |
|
Balloons |
400 |
Second, organize your list by those items
that generate the most revenue.
|
Sally's Inventory |
|
|
Item |
Item Price |
|
Stools |
$ 15.00 |
|
Toothbrushes |
$ 4.00 |
|
Balloons |
$ 1.00 |
|
Magazines |
$ 1.00 |
|
Paper Towels |
$ 1.50 |
|
Flowers |
$ 0.50 |
|
Apples |
$ 0.10 |
|
Squash |
$ 0.25 |
Third, now that we have prioritized the
inventory, we will classify them as “A,” “B,” and “C” items.
·
To do that we will first calculate total revenue by finding the revenue
of each item.
|
Sally's Inventory |
|||
|
Item |
Item Price |
Amount |
Item Revenue |
|
Stools |
$ 15.00 |
100 |
$ 1,500.00 |
|
Toothbrushes |
$ 4.00 |
100 |
$ 400.00 |
|
Balloons |
$ 1.00 |
400 |
$ 400.00 |
|
Paper Towels |
$ 1.50 |
200 |
$ 300.00 |
|
Magazines |
$ 1.00 |
200 |
$ 200.00 |
|
Flowers |
$ 0.50 |
50 |
$ 25.00 |
|
Apples |
$ 0.10 |
150 |
$ 15.00 |
|
Squash |
$ 0.25 |
30 |
$ 7.50 |
·
Then, calculate the percent for each item. In this case, you would
divide the total revenue generated by the stools by the total revenue created
from all inventory items.
|
Sally's Inventory |
||||
|
Item |
Item Price |
Amount |
Item Revenue |
% Revenue |
|
Stools |
$ 15.00 |
100 |
$ 1,500.00 |
53% |
|
Toothbrushes |
$ 4.00 |
100 |
$ 400.00 |
14% |
|
Balloons |
$ 1.00 |
400 |
$ 400.00 |
14% |
|
Paper Towels |
$ 1.50 |
200 |
$ 300.00 |
11% |
|
Magazines |
$ 1.00 |
200 |
$ 200.00 |
7% |
|
Flowers |
$ 0.50 |
50 |
$ 25.00 |
1% |
|
Apples |
$ 0.10 |
150 |
$ 15.00 |
1% |
|
Squash |
$ 0.25 |
30 |
$ 7.50 |
0% |
|
|
Total Revenue |
$ 2,847.50 |
|
|
·
This is where you can use a bit of discretion in deciding where to
categorize items. In this example, we are going to use the following breakdown:
|
Category |
% of Revenue |
|
A |
50-100% |
|
B |
10-20% |
|
C |
0-10% |
Every case will be different, so the
percentages you use may need to be specific to your case. Most ABC analyses are
done using this breakdown:
|
Category |
% of Revenue |
|
A |
70-100% |
|
B |
20-70% |
|
C |
0-20% |
|
|
Sally's Inventory |
||||
|
|
Item |
Item Price |
Amount |
Item Revenue |
% Revenue |
|
A |
Stools |
$ 15.00 |
100 |
$ 1,500.00 |
53% |
|
B |
Toothbrushes |
$ 4.00 |
100 |
$ 400.00 |
14% |
|
Balloons |
$ 1.00 |
400 |
$ 400.00 |
14% |
|
|
Paper Towels |
$ 1.50 |
200 |
$ 300.00 |
11% |
|
|
C |
Magazines |
$ 1.00 |
200 |
$ 200.00 |
7% |
|
Flowers |
$ 0.50 |
50 |
$ 25.00 |
1% |
|
|
Apples |
$ 0.10 |
150 |
$ 15.00 |
1% |
|
|
Squash |
$ 0.25 |
30 |
$ 7.50 |
0% |
|
|
|
|
Total Revenue |
$ 2,847.50 |
|
|
As you can see, stools fall into
classification “A,” toothbrushes, balloons, and paper towels fall into
classification “B,” and magazines, flowers, apples, and squash fall into
classification “C.”
Proving the Pareto principle, we can
see that although you may have a small amount of a certain item, it may create
the largest amount of revenue. Sally may think that because she has the largest
number of balloons she should spend all of her time tracking and selling
balloons, but, in reality, the stools are creating the largest amount of
revenue.
|
Sally's Inventory |
|||||
|
Item |
Item Price |
Amount |
Item Revenue |
% Revenue |
% of Items |
|
Stools |
$ 15.00 |
100 |
$ 1,500.00 |
53% |
8% |
|
Toothbrushes |
$ 4.00 |
100 |
$ 400.00 |
14% |
8% |
|
Balloons |
$ 1.00 |
400 |
$ 400.00 |
14% |
33% |
|
Paper Towels |
$ 1.50 |
200 |
$ 300.00 |
11% |
16% |
|
Magazines |
$ 1.00 |
200 |
$ 200.00 |
7% |
16% |
|
Flowers |
$ 0.50 |
50 |
$ 25.00 |
1% |
4% |
|
Apples |
$ 0.10 |
150 |
$ 15.00 |
1% |
12% |
|
Squash |
$ 0.25 |
30 |
$ 7.50 |
0% |
2% |
|
|
Total Revenue |
$ 2,847.50 |
|
|
|
|
|
Total Items |
1,230 |
|
|
|
Fourth, now that you have categorized your
inventory, you can determine the monitoring systems and controls that are
needed.
“A” class
items:
Need to be watched carefully. For example, at a store that I worked at, they
had security devices attached to the vacuums because they would sell for $500
or $600. In Sally’s situation, she may want to have her employees count the
stools each day. She also may want to develop a more delicate way to store her
stools so that she doesn’t lose any to scrap.
“B” class
items:
While still important, these items may be counted once every quarter or month.
They will require less monitoring.
“C” class
items:
These items can be referred to as “free stock,” and monitoring them may be a
waste of your time (e.g. Sally counting her apples every day may not be
beneficial.)
The versatile ABC Analysis
As
discussed previously, this tool allows you to prioritize tasks or items
according to the greatest return. ABC analysis can be used for just about any
decision and the following are a few areas it can be applied:
·
Quality Problems
·
Inventory
·
Customers
·
Errands
·
Homework
·
Friends
·
Household Chores
·
Shopping
·
Along with many others
To get more info on ABC Analysis
·
Manufacturing planning and control systems for supply chain management by Thomas E. Vollman
·
The 80/20 Principle: The Secret to Success by Achieving More with Less by Richard Koch
·
Pareto Charts: Plain & Simple (Learning and Application Guide) by Joiner Associates
·
Tools of Total Quality: an introduction to statistical process control by P. Lyonnet
·
Applying the 80/20 Rule to Your Business by Jeffrey J. Mayer
·
The Six Sigma Basic Training Kit: Implementing Juran’s 6-Step Quality
Improvement Process and Six Sigma Tools by the Juran Institute








ShareThis