keirsey.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" alt="Personality Test">
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"The Best Years of Our Lives." That's how many people describe their college experience - in retrospect. The truth is, when most of us set out for college, it's often our first extended journey away from home and the comfort and watchful eye of parents, family, friends, coaches, and the familiarity of what we grew up with. Exciting? Absolutely! Daunting? Quite likely.

In this section of articles at Keirsey.com, we'd like to help you gain success throughout your college career by better understanding yourself, your strengths, and your weaker points, based on a better understanding of your own personality and those around you - including roommates, professors, and (oh yeah...) your parents (prepare for those college holiday trips home). The best place to start is to begin with yourself, by taking The Keirsey Temperament Sorter-II. Then skim the articles in this section - figure out how to get along with your (weird) new roommate, or reach out to your distant and haughy-seeming professor. Be ready for that first holiday trip home - you know you've changed, but what's wrong with everyone else who didn't go off to college?

Are you in the right major? How do you know? What else might be a fit for your natural strengths and talents? Is grad school in your future? How about an internship?

It's all here at Keirsey.com! (and if you don't find what you need in this section, try Temperament and Love or Temperament and Careers!

Articles:

 

Temperament and School

Roommates
Studying
Home for Holidays
Professors
Changing Majors
Studying for Midterms
Balancing Work & School
Your Intelligence Strengths
Helicopter Parents
Failing Classes
Perfection Trap
Is Grad School For You?
Double Majors
Non-technical Degree?
College Not Working For You?
Summer Jobs
Internships
Professional Organizations
Sports Careers

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