" Science is facts; just as houses are made of stones, so is science made of facts; but a pile of stones is not a house and a collection of facts is not necessarily science."
-- Poincaré
The test is Tuesday, November 1, from 6:00 to 7:30 PM. Reminder: if you have a demonstrable conflict you must see Dr. Savaria in MP129E by Monday October 24.
There will be a multiple-choice section and a single long-answer question with multiple parts. I will announce more details about the test when we have met and finalised it.
The test is closed book. You may bring to the test:
You must bring your student card to the test.
All sections of the text and the Supplementary Material that are listed in the Syllabus for this quarter of PHY138 are "fair game" for the test. In general, we are more interested in testing your understanding of the concepts and how to apply them then in your ability to take some formulae and using them to "plug and chug" to a solution.
We have had In-Class Questions, MP Problem Sets, and a Written Homework assignment. You can expect to see some questions on the test that are at least similar to them.
I'm not sure if I have ever met an "average" student, but in the context of the final mark in PHY138 such an average student will receive a mark of 70. This is the marking standard used by U of T. The marking standard also says that about 15% or so of the students in a large class like PHY138 end up getting marks of 80 or better.
The final mark in the course has many components.
15% of the mark is from the various assignments:
So, we expect an average student to get about 13 marks out of 15 for these.
20% of the final mark in the course is from the laboratory. An average student will get about 70% in the laboratory, or 14 marks out of 20.
The Tests and the Final Exam count for 65% of the final mark in the course. In order for an average student to end up with a final mark in the course of 70, this student's score on the tests and Final Exam must be 43 out of 65.
The table summarises:
What | Mark | Out Of |
---|---|---|
Pre-Class Quizzes, MP Problem Sets, Written Homework |
13 |
15 |
Laboratory |
14 |
20 |
Tests and Final Exam |
43 |
65 |
Final Mark |
70 |
100 |
But, for the Tests and Final Exam 43/65 is just 66%. Thus the average student should end up with an average of about 66% on these.
Since only the best 3 out of 4 Tests are counted towards the final mark in the course, to end up with a total of 43 out of 65 requires that the average of each individual test is less than 66%.
We know that virtually all PHY138 students got very high marks in High School Physics, and are used to getting almost all of the questions correct on tests and exams. Thus it can be a bit of a shock when you confront your first University-level test.
If it is any consolation, you may wish to know that Test Theory says that the test that is most fair to you has an overall average of 50%, although we intend for this test to have a higher average than this. Nonetheless, a "hard" test really is the most fair one. You can learn more about this in a little document I wrote a few years ago; it is on the web here.
More often than we would like, we set a test and are very surprised by how the class performed on it: sometimes it is much too easy and sometimes it is much too hard. So although we will try very hard to get a class average on the test to be a bit below 65% we (not you) may fail.
If you are not doing as well on the test as you anticipated, don't panic. Chances are that you are doing better than you think. Staying calm and confident increases your ability to do as well as possible.
On Friday October 14 we met with Representatives from the tutorial groups to discuss issues of communication and organisation in PHY138. The link to the right summarises that discussion. |
We began Chapter 10, but particularly because of the technical problems in Con Hall, did not finish it. We essentially got through §10.3. We will continue this next class.
The text has a lovely introduction to the concept of energy as a "natural money." The origins of this treatment go back to at least Richard Feynman, who was a master teacher and also won a Nobel Prize in physics.
I recently wrote a little document with much in common with both Knight and Feynman's approach. If you are interested, it is available via the link to the right. |
In-class discussion did not change this very much. We then did a demonstration that showed the the correct answer is that given in the above Flash animation: ball B which goes down the curved track finishes first.
Some people find that thinking about the problem in terms of skiers instead of balls on a track is helpful. A Flash animation of this case is also available. |
In class I introduced the concept of a field. Since this is not in the textbook here I will review that discussion.
In Newton's original description of gravitation, the Earth exerts a force w on a mass m as a long-range action-at-a-distance interaction. However, it is possible to break the description of this interaction into 2 parts: |
If, as usual, we choose the y axis to point upwards, then near the surface of the Earth we can say the gravitational field is:
Then the force exerted on a mass is the mass times the field:
This approach to forces will be used heavily in the 3rd Quarter of PHY138.
But we can begin to see the value of a field description now. We have been talking about the gravitational potential energy, and have also been discussing how the overall energy of an isolated system is conserved. But exactly what is the gravitational potential energy? It turns out that it is just as real as the other forms of energy, and is stored in the gravitational field.
Pdf version of the PowerPoint on the side screens. | |
Today's Journal. |
The arrows let you jump to the previous/next class summaries. |