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McKinsey flashback: logic, rhetoric, and presentations

December 6, 2009 · by Jan Schultink
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Recent tweets by Nancy Duarte about her reading up on classic rhetoric and a clean-out of my book shelf with old McKinsey training material triggered this post. How can we use the ancient rules of logic and rhetoric in our presentations? Some of my observations.

Logic is necessary but not enough to convince. The perfect logical argument often fails to make people believe your message with their heart. There are still many people that smoke despite this:

  1. Smoking causes cancer
  2. Cancer kills
  3. People do not like to die
  4. Therefore: stop smoking.

The Greek philosopher Aristotle was well aware of this. Logic and rhetoric are often confused to be the same thing. Actually, logic (logos) is one of three components of rhetoric. The other two 2 are ethos (credibility of the speaker) and pathos (emotional appeal to the audience).

Why is logic so popular among McKinsey consultants? A number of reasons:

There a number of logical concepts that any presenter should use, regardless of the audience, regardless of the structure you want to use for your story.

And an important one: in what order to present your story? Most stories can be crafted using 3 components: the situation, the complication, and the resolution. The order in which you chose to present them sets the tone of your story:

Now, where do we need that classical rhetorical argument? There are two types of logical arguments, and I am making the Case (with a capital C) that you do not need the second one very often:

To make a long story short. Use logic to develop the solution, but then take a step back and think how you can communicate that solution best. Communication and problem solving is not the same thing.

If you are interested in McKinsey-style story line development you could read The Minto Pyramid Principle: Logic in Writing, Thinking, & Problem Solving

P.S. Speaking about deductive logic, the name of my company is Axiom One. An Axiom is a basic assertion that you assume to be true (it is so basic that you cannot prove it), this basic fact can then be used to construct more complex logical arguments)

Disclosure: if you purchase a product on Amazon through links on this site, I earn a small commission.

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