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2007-01-14 04:31:50 · 6 answers · asked by 420 B 1 in Science & Mathematics Mathematics

6 answers

if your talking about high school, then no, the course should be relatively easy. If your talking about college, then yes, the course will be challenging. However, its sorta a rite of passage, most mathematics is very proof based, and an introduction to proof writing will be very beneficial to you later on

hope this helps
matttlocke

2007-01-14 04:42:43 · answer #1 · answered by matttlocke 4 · 0 0

Most classes in college past introductory calculus requires you to prove statements, rather than compute answers. I haven't heard of any class that focuses on teaching you how to do proofs, but I imagine it will make your transition into higher level classes more manageable. Therefore, common sense would dictate that a math proof course would be easier than most other math courses.

I suppose the class would begin with very basic, elementary proofs, like the two-column types from high school, and move on to harder concepts like induction, contradiction, infinite descent and the like.

2007-01-14 05:18:27 · answer #2 · answered by bictor717 3 · 0 0

In general, a course on mathematical proofs will be harder than one focusing on computations or applications. But this kind of course will help you gain a better understanding of what math is really all about. It should also help you take on more difficult courses later.

2007-01-14 04:39:01 · answer #3 · answered by Edward W 4 · 0 0

IMO classes that involve proofs and theory are always harder than plug and chug cookbook classes.

2007-01-14 05:32:29 · answer #4 · answered by days_o_work 4 · 0 0

It depends on what you mean. If you are in high school, the answer is no, if you are in college, the answer is yes.

2007-01-14 04:36:12 · answer #5 · answered by Suzanne 2 · 0 0

its simple, if you have a good base in calculus, and you jost need to get use to try and be frustrated if something gose wrong, you'll use to it

2007-01-14 05:52:17 · answer #6 · answered by The mathematician 1 · 0 0

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