Improve {metric} from {baseline level} to {target level} by {timeframe MM/YY}”
What is S.M.A.R.T. statement?
Eliminate waste and variation
What is Improve phase?
Provides direction, allocates resources, assesses progress, rewards success, and encourages participation
Who is the Executive Sponsor?
Creatively generate a large number of ideas/issues, group by like items to understand the essence of a problem and/or breakthrough solution
What is Affinity Diagram?
Manpower, Machine, Methods, Materials, Measurement, Mother Nature
What are the 6Ms?
Purpose, Problem, and S.M.A.R.T. statement
What are we trying to accomplish? Or What is the Aim?
There are some problems where the root cause and solution are already known
When to NOT use DMAIC?
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
What are the Lean Six Sigma roles?
Comparing current to best practices to drive improvement
What is Benchmarking?
Severity x Occurrence x Detection = _____
What is Risk Priority Number/RPN?
The people who participate in the project
Who are the team members?
The 7th step in the Six Sigma Road Map
What is celebrate successes?
White belt, Yellow belt, Green Belt, Black Belt, Master Black Belt, and Champion
What are the Lean Six Sigma roles?
Display the driving and restraining forces that increase or decrease the likelihood of successfully implementing change
What is Force Field Analysis?
Suppliers, Inputs, Process, Outputs, Customers
What is SIPOC?
When developing a ____________ consider the various systems and processes within the organization
What is problem statement?
The business opportunity
What is the Define phase?
Leads meetings and focuses team on common goals
Who is the Facilitator?
A __________ is a graph used to study how a process changes over time
What is a Control Chart?
3 types of communication used by leaders
What are top down, bottom up, and horizontal?
Business, Operations, and Process
What are metrics/performance measures?
General Electric adopts Six Sigma and ____ introduces the define phase - creating DMAIC
What is IBM?
Team _______ is important
What is diversity?
Also known as:
Ishikawa diagram
Fishbone diagram
Feather diagram
What is Cause-and-Effect diagram?
An ______ is a tool used to outline meeting objectives/purposes, roles, and discussion topics
What is agenda?