<p>Excerpting and combining some of my OT posts on the bad-accents thread:</p>
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A calculus requirement is at least as valuable as a "Great Books" one.
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<p>I am still waiting for an explanation of why this statement could even possibly be true. I don't remember any of my calculus because I have never, ever encountered a situation where I needed it. I remember almost all of my algebra because I need it all the time. When I learned calculus, I took for granted that it was important as part of a general education, but life has not proved that out at all. I never got any idea there was anything at all intellectually interesting about it; it was just a series of rules someone told me I had to learn, so I did.</p>
<p>I agree that we need more rather than less scientific literacy, and a passing understanding of basic math. I have never understood the value of requiring calculus. It obviously was poorly communicated to me. I don't understand why everyone ought to know how to calculate how high the initial pull on a rollercoaster should be. I'm not saying it isn't useful for someone to be able to calculate that, but it doesn't impress me as a requirement for citizenship (unlike, say, understanding compound interest and present value, or probability, or the nature of scientific proof).</p>
<p>Furthermore, a year's basic calculus course, as far as I can tell, does not get students anywhere near the ability to perform any meaningful real-world task using calculus, and no one has been willing to propose that general education requirements extend beyond that level. With "Great Books", in contrast, fairly limited study does impart useful knowledge. A year of college study can give a student a tremendous store of shared cultural and philosophical reference points with educated people all over the world.</p>
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The math department has to teach introductory calculus to almost half the students; many of these have no intrinsic interests in math nor do they think will use it in their career. Thus, much of the course focuses operation proficiency rather than the interesting aspects behind simple calculus.
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<p>This statement indicates something is terribly wrong to me. I recognize the "service work" problem. But if students have no intrinsic interest in calculus and don't plan to use it in their careers, why not emphasize what is intellectually interesting in math rather than focusing on unwanted and unuseful operational proficiency?</p>