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| * <<la(H01.pdf,"Homework set 1, due Sept. 29")>> * Problem 4 removed (will reappear in HW 2). — [[Sam]], ~-''<<DateTime(2011-09-22T16:24:30-0700)>>''-~ |
#acl All:read = Homework = * <<la(H05-PoLA-L-H-updated.pdf,"Homework set 5, due Nov. 1")>>. Due date changed. ~-However, honing your skills on the Lagragian mechanics will be good for the midterm. Very basic Lagrangian problems will feature in the midterm (see the practice exam). No Hamiltonian or effective potential in the midterm, though.-~ * <<la(H04-Small-Oscillations.pdf,"Homework set 4, due Oct. 20")>>. (<<la(H04-Small-Oscillations-w-Sols.pdf,"solutions")>>). * ~-Problem 2: added the info that $a > 0$ is a constant too.-~ * <<la(H03-Perturbation-Conservation.pdf,"Homework set 3, due Oct. 13")>> (<<la(H03-Perturbation-Conservation-w-Sols.pdf,"solutions")>>). * <<color("Grade stats: 31 ± 11 out of 50, max 49, min 4.", green)>> * ~-Problem 6: n = integer → n = non-zero integer.-~ * ~-Problem 5(a): "stable" added. 5(b): "Show" → "Prove" and "indeed" added.-~ * <<la(H02-Newtons-Laws.pdf,"Homework set 2, due Oct. 6")>> (<<la(H02-Newtons-Laws-w-Sols+.pdf,"solutions")>>). * <<color("Grade stats: 32 ± 14 out of 60, max 60, min 10.", green)>> * <<h(<span style="color: tomato;">)>> Correction: sols, 1(a), line 3 of solution, at end: <<h(</span>)>> $\left(\begin{smallmatrix} 1\\ 0\\ 0 \end{smallmatrix}\right) \rightarrow \left(\begin{smallmatrix} 0\\ 0\\ 1 \end{smallmatrix}\right)$. — [[Sam]], ~-''<<DateTime(2011-10-10T16:49:30-0700)>>''-~ * ~-Due date corrected (Thursday). One clause added to 3(c) ("that does not involve t").-~ * <<la(H01.pdf,"Homework set 1, due Sept. 29")>> (<<la(H01-w-Sols+.pdf,"solutions")>>). * <<color("Grade stats: 44 ± 5.3 out of 50, max 50, min 25.", green)>> * ~-Page 2: figure positions fixed. — [[Sam]], -~ ~-''<<DateTime(2011-10-03T16:40:25-0700)>>''-~ * ~-Problem 4 removed (will reappear in HW 2). — [[Sam]], -~ ~-''<<DateTime(2011-09-22T16:24:30-0700)>>''-~ = Exam = * <<la(E01-Practice.pdf, "Practice exam for the midterm")>>. The midterm will cover everything that we covered through Oct. 20's class. = Quiz = * <<la(Q03-Pot-SO-w-Sols.pdf, "Quiz 3, Potential and small oscillation")>> (<<la(Q03-Pot-SO-w-Sols.pdf, "solutions")>>). * <<la(Q02-Perturbation.pdf, "Quiz 2, Perturbation, Oct 13")>> (<<la(Q02-Perturbation-w-Sols.pdf,"solutions")>>). * <<color("Grade stats: 6.9 ± 2.8 out of 10, max 10, min 0.",green)>> * <<la(Q01-Intro.pdf, "Quiz 1, Introduction, Oct 7")>> (<<la(Q01-Intro-w-Sols.pdf, "solutions")>>). * <<color("Grade stats: 7.2 ± 2.1 out of 10, max 10, min 1.",green)>> * <<la(Q00-PM-Questionnaire.pdf, "Quiz 0, Phys-Math Questionnaire")>> (<<la(Q00-PM-Questinnnaire-w-Sols.pdf, "solutions")>>). ~-(Not a real quiz — not graded.)-~ |
Homework
Homework set 5, due Nov. 1. Due date changed. However, honing your skills on the Lagragian mechanics will be good for the midterm. Very basic Lagrangian problems will feature in the midterm (see the practice exam). No Hamiltonian or effective potential in the midterm, though.
Homework set 4, due Oct. 20. (solutions).
Problem 2: added the info that $a > 0$ is a constant too.
Homework set 3, due Oct. 13 (solutions).
Grade stats: 31 ± 11 out of 50, max 49, min 4.
Problem 6: n = integer → n = non-zero integer.
Problem 5(a): "stable" added. 5(b): "Show" → "Prove" and "indeed" added.
Homework set 2, due Oct. 6 (solutions).
Grade stats: 32 ± 14 out of 60, max 60, min 10.
Correction: sols, 1(a), line 3 of solution, at end: $\left(\begin{smallmatrix} 1\\ 0\\ 0 \end{smallmatrix}\right) \rightarrow \left(\begin{smallmatrix} 0\\ 0\\ 1 \end{smallmatrix}\right)$. — Sam, 4:49PM, Oct 10, 2011
Due date corrected (Thursday). One clause added to 3(c) ("that does not involve t").
Exam
Practice exam for the midterm. The midterm will cover everything that we covered through Oct. 20's class.
Quiz
Quiz 2, Perturbation, Oct 13 (solutions).
Grade stats: 6.9 ± 2.8 out of 10, max 10, min 0.
Quiz 1, Introduction, Oct 7 (solutions).
Grade stats: 7.2 ± 2.1 out of 10, max 10, min 1.
Quiz 0, Phys-Math Questionnaire (solutions). (Not a real quiz — not graded.)