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Outliers: Computer and Innate Ability

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Outliers: Computer and Innate Ability
We sometimes think of being good at mathematics as an innate ability. You either "have it" or you don't. But to Schoenfeld, it's not so much ability as attitude. You master mathematics if you are willing to try. That's what Schoenfeld attempts to teach his students. Success is a function of persistence and doggedness and the willingness to work hard for twenty-two minutes to make sense of something that most people would give up on after thirty seconds...
In the book “Outliers”, Malcolm Gladwell discusses some specific factors of extraordinary achievement. Some of the main ideas he discusses is advantages to succeed in life. According to Gladwell, there are tremendous advantages people have over their competitors to meet opportunities.

In examining what made outliers like Bill Gates and the Beatles such phenomenal successes, Gladwell hits upon the important role played by opportunity. In each case, these successful people are given opportunities that most others do not have. In the case of Bill Gates, he goes to a school that owns a computer terminal connected to a large central computer. This is unusual in the 1960s and 1970s, when computers are room-sized devices costing millions of dollars and are owned only by large universities and corporations. Gates is able to start u

We sometimes think of being good at mathematics as an innate ability. You either "have it" or you don't. But to Schoenfeld, it's not so much ability as attitude. You master mathematics if you are willing to try. That's what Schoenfeld attempts to teach his students. Success is a function of persistence and doggedness and the willingness to work hard for twenty-two minutes to make sense of something that most people would give up on after thirty seconds...
One example of this is Billy joy’s lucky advantage that leads him to success. Bill joy attended University of Michigan the year the advanced computer system was introduced so he began to visit the computer room more often than most;

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