<p>does anyone have the assignments/problem sets for Math 53, preferably those assigned by John C. Neu?</p>
<p>i'm taking his class next semester and wanted to try and work through the material by himself first.</p>
<p>thanks.</p>
<p>does anyone have the assignments/problem sets for Math 53, preferably those assigned by John C. Neu?</p>
<p>i'm taking his class next semester and wanted to try and work through the material by himself first.</p>
<p>thanks.</p>
<p><a href=“http://math.berkeley.edu/~sethian/math53/homeworks.html[/url]”>http://math.berkeley.edu/~sethian/math53/homeworks.html</a></p>
<p>Those are Sethian’s. Don’t know about Neu’s, but they should be similar.</p>
<p>thanks AE, i guess i’ll just work with this if i can’t find neu’s</p>
<p>[Matthias</a> Goerner](<a href=“http://math.berkeley.edu/~matthias/index.php?m0=&m1=math53]Matthias”>http://math.berkeley.edu/~matthias/index.php?m0=&m1=math53)</p>
<p>thanks Cupola!</p>
<p>hmm, did i buy the wrong book?</p>
<p>i bought Calculus: Early Transcendentals 4th Edition, by James Stewart.</p>
<p>however, the problem sets on both links provided above don’t match up to my book…</p>
<p>hmm, i think the hw numbers mentioned in my link are for the “berkeley version” of stewart’s text; basically, the berkeley version has chapters 9-13 of some previous edition. chapter 9 focuses on parametric/polar coordinates; chapter 10 focuses on vector algebra; chapter 11 focuses on partial derivatives; chapter 12 focuses on double and triple integras; and chapter 13 focuses on the theorems of stokes, green, and gauss. so as long as your complete stewart text includes that material and related problems, you should be okay, even if those hw #'s don’t match up to the ones in the link. i think the midterms that are posted there should help, though.</p>