Not that anyone cares
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some math is easy, which is why i thought i was going to be a math major. then i took discrete and linear algebra...Comment
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Much of the mathematical world is theory that we accept as true; but who cares. You are right though, not all math is easy, but a very large part of it is (for me). I went through linear algebra, set theory and all of the undergrad shit with ease, but once I got to topology, it was a different story.
Are you an EE? EE major? That's cool, I started in that program, but soon realized I was more of a mechanical person. But I'd just be a high school teacher my whole life if it didn't pay so poorly. I'll likely do it when I feel like retiring.
And Sam, in the grand scheme of things, it's not a big deal if you didn't pass the class. If your school is like mine, you can retake the class and substitute the grade. It's better to do it twice and understand than to barely squeak by and not remember anything. And what exact math class was this? I may have missed it.
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1989 Bronzit 325ia- Sold
1986 Diamondschwarz Grey Market 325i Sport Mtech 1- Parted out
1988 Delphin 327i- Sold
1995 Cosmos M3- CurrentComment
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I am straddling the line between EE and CS. Currently signed on as a CS major, because doing double majors at my college is considered suicide by rape.Comment
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That's five years, two of them included summer quarter. I now wish that I would have just stuck to just my ME major because I would be done a year sooner and making real money. Plus, the minors and math degree won't really help me when getting the entry level engineering job.
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hahaha. all i had to do for my finals was cut up some vegetables, identify some kitchen equipment, and identify some herbs. i love cooking!!!sigpic
"The bitterness of poor quality remains long after the sweetness of low price is forgotten."
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It has bothered me as well. It's imaginary because you can't multiply something by itself and get a product of -1.
But the reason we need i is because (among other things) mathematicians really want to be able to solve every simple polynomial function. My set theory prof said a bunch of times that if something wasn't possible, a mathematician would simply make something up so that it could work.
For example, x^2 + 1 = 0. Solve for x...
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