I'VE BEEN HEARING A LOT ABOUT BLINK LATELY, WHICH I Have Not Yet Read, But Sounds Like a Great Book. While I Don't Doubt The Truth of What Gladwell Writes, I Think One Example HE Uses May Be An Example of More Correlation Than Causation. I'd Like THROW THIS OUT There and See What Others Think. Maybe I'm Way Off Base.
One example that is commonly cited from the book is that CEOs of Fortune 500 companies tend to be six feet or taller. The assumption is that we subconsciously look for leaders who are tall because deep in our brains somewhere we associate height and authority. I ' m proposing though, that ending up at the CEO spot could have more to do with sports participation, which in turn is somewhat dependent on height. I'm 6'2 ", and as any of you who were fairly tall growing up know, height will make up for a lack of skill and encourage coaches to give you a chance. It will also get you recruited. for example, anyone 6'5 "or more can play basketball in high school, and anyone 7'0" or more can play ball at the collegiate level -.. regardless of skill Coaches in these situations will take you based on your height in hopes they can develop you as a player And not only can you play if you want to, but if you are tall like Than You Will Actually Be Recruit. You Will Be Encouraged To come out for the Team, Regardless of Skill Level.
Now let's look at the opposite extreme. Let's say you are 5'7 ". Well, you can still play high school basketball, but you have to be really good to make a college team at that height because if you go against a player with Similar Skill WHO IS Taller, His Height Will Get Him The Spot. Football Is The Same Way. You Can Play Receiver At 5'6 ", But Coaches Would PREFER TO HAVE A 6'3" Guy in The position, IF One is Available .So my argument is this - the taller you are, the more likely you are to have played sports at a higher level than most people So let's assume that we have four groups, Group 1 is average people, Group 2 is high school athletes. , Group 3 is College Athletes, And Group 4 IS Professional Athletes. My Theory, Based Soley ON Personal Observation, Is That The the average heihants 10i
G4> G3> G2> G1
