Physics 5B UCSC
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| == Exam == | == Midterm exam == |
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| * [[Midterm review summary]]. | * <<la(EX01-w-Solutions.pdf, "Midterm exam with solutions")>> |
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| * <<la(EX01-Review.pdf, "Review sheet for the midterm")>> (with one change describe in [[Midterm review summary|this page]]). | * [[Midterm review summary]] * <<la(EX01-Review.pdf, "Review sheet for the midterm")>> (with one change describe in [[Midterm review summary|this page]]) |
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* '''Homework 6''', ~-due Feb 27-~: <<la(H06-Light.pdf, "Snell's law, Lens+")>> |
Midterm exam
Review sheet for the midterm (with one change describe in this page)
Practice exams for the upcoming midterm, and my review sheets: part 1 (review 1) and part 2 (review 2). (Crossed out parts do not apply for the upcoming midterm.)
- It is planned that my updated review sheet for the upcoming exam will be provided by me, by sometime early next week.
- For the midterm, you can bring one letter size paper filled with potentially useful formulae and facts (like those contained my review sheet).
You should also bring a simple calculator for the midterm (not a graphing calculator; a smart phone is not allowed, and neither is any internet connected device).
- Review: Tue, Feb 11, 6-8 PM, Thimann 3.
Homework
Homework 6, due Feb 27: Snell’s law, Lens+
Homework 5, due Feb 20: Mirror and Snell’s law
Homework 4, due Feb 11: Waves, Sound (solutions, by TA K. Matsuyama)
Homework 3, due Jan 30: Waves (solutions)
Score Statistics: 69 ± 44 (out of 120).
Addition: Hooke’s law part for 1(a). Note that Hooke’s law is applicable to any spring as a whole, if the spring is uniformly deformed (as in a static sitatuaion or in a SHM). It is just that when a wave is going through the spring, Hooke’s is applicable only at the nano-scale level.—12:39PM, Jan 27, 2014
Homework 2, due Jan 24: SHM and Waves (solutions, by TA D. Jenkins)
Score Statistics: 73 ± 25 (out of 80).
Change: due date is this Friday (24th).—2:38PM, Jan 21, 2014
Correction: Problem 2 is an extra credit problem.—7:33PM, Jan 17, 2014
Homework 1, due Jan 16: Simple harmonic oscillation (solutions, by TA M. Baugh)
Score Statistics: 73 ± 22 (out of 90).
Questionnaire
The vast majority of students turned this in in the first class, but some students missed it. If you are one of them who missed it, please download it, fill it out, and return it to me.