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dkotschessaa
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I came across a copy of the "Advanced Calculus Problem Solver" for super cheap in a thrift shop. (Along with a couple other gems, like one on Fourier analysis!) It's a series I like to use, and I had the regular "calculus" one (well, I have the libraries copy).
It's from 1981. I thought it'd be useful for Calc III, bu the first chapter is "point set theory," and the first problem is "Show that the set q of rational nmbers x such that 0 < x < 1 is countably infinite." The rest of the chapters include Vector spaces (2) Continuity (3) Elements of partial differentiation (4).
Some of which I'm sort of familiar with - but it's written in a very proofy-symbolic-general kind of way and not what I'm seeing in my calculus book. Is this Analysis? I'm afraid I'm not far along enough to quite understand the difference yet.
-Dave K
It's from 1981. I thought it'd be useful for Calc III, bu the first chapter is "point set theory," and the first problem is "Show that the set q of rational nmbers x such that 0 < x < 1 is countably infinite." The rest of the chapters include Vector spaces (2) Continuity (3) Elements of partial differentiation (4).
Some of which I'm sort of familiar with - but it's written in a very proofy-symbolic-general kind of way and not what I'm seeing in my calculus book. Is this Analysis? I'm afraid I'm not far along enough to quite understand the difference yet.
-Dave K