Class 110928Notes are in
progress as of 5:00 p.m., and should be complete before 110929.
The test at the end of this document includes the problems
discussed in class.
Time and Date Stamps (logged): 10:59:22 09-28-2011 °¯Ÿ´¸Ÿ±±¯¸Ÿ±·Ÿ±¯°°
Physics I Major Quiz
Completely document your work and your reasoning.
You will be graded on your documentation, your reasoning, and
the correctness of your conclusions.
Test should be printed using Internet
Explorer. If printed from different browser check to be sure test items have
not been cut off. If items are cut off then print in Landscape Mode (choose
File, Print, click on Properties and check the box next to Landscape, etc.).
Name and Signature of Student
_____________________________
Signed by Attendant, with Current Date and
Time: ______________________
If picture ID has been matched with student and
name as given above, Attendant please sign here: _________
Instructions:
- Test is to be taken without
reference to text or outside notes.
- Graphing Calculator is allowed, as
is blank paper or testing center paper.
- No time limit but test is to be
taken in one sitting.
- Please place completed test in Dave
Smith's folder, OR mail to Dave Smith, Science and Engineering, Va.
Highlands CC, Abingdon, Va., 24212-0828 OR email copy of document to
dsmith@vhcc.edu, OR fax to
276-739-2590. Test must be returned by individual or agency supervising
test. Test is not to be returned to student after it has been taken. Student
may, if proctor deems it feasible, make and retain a copy of the test..
Directions for Student:
- Completely document your work.
- Numerical answers should be correct
to 3 significant figures. You may round off given numerical information to
a precision consistent with this standard.
- Undocumented and unjustified answers
may be counted wrong, and in the case of two-choice or limited-choice
answers (e.g., true-false or yes-no) will be counted wrong. Undocumented and
unjustified answers, if wrong, never get partial credit. So show
your work and explain your reasoning.
- Due to a scanner malfunction and
other errors some test items may be hard to read, incomplete or even
illegible. If this is judged by the instructor to be the case you will not
be penalized for these items, but if you complete them and if they help your
grade they will be counted. Therefore it is to your advantage to attempt to
complete them, if necessary sensibly filling in any questionable parts.
- Please write on one side of paper
only, and staple test pages together.
Test Problems:
. . . . . . . . . . . . . . .
.
.
.
.
.
.
.
.
.
.
.
Problem Number 1
Give an example of a situation in which you are given v0, a and
Dt, and reason out all possible conclusions
that could be drawn from these three quantities, assuming uniform acceleration.
Accompany your explanation with graphs and flow diagrams. Show how to generalize
your result to obtain the symbolic expressions for
Ds and vf.
.
.
.
.
.
.
.
.
.
.
Problem Number 2
A straight ramp is inclined at three different slopes. The
differences in elevation between one end and the other, for the different
slopes, are 2.1, 4.2 and 5.8 cm.
- The time required for a cart to coast 54 cm down the
ramp, starting from rest, is 1.682856 seconds on the first incline, 1.667749
seconds on the next, and 1.688278 seconds on the last.
How well do these data confirm our suspicion that the
acceleration on the ramp is linearly dependent on the slope?
.
.
.
.
.
.
.
.
.
.
Problem Number 3
A ball reaches a ramp
of length 50 cm with an unknown initial velocity and accelerates uniformly along
the ramp, reaching the other end in 3.8 seconds. Its velocity at the end of the
ramp is determined to be 6.31579 cm/s. What is its acceleration on the ramp?
.
.
.
.
.
.
.
.
.
.
Problem Number 4
A projectile leaves the edge of a table and, while traveling horizontally at
a constant velocity, falls freely a distance of 74 cm to the floor. It travels a
horizontal distance of 5.7 cm during its fall. If its vertical acceleration is
980 cm/s2, how long does it take to fall and what is its horizontal
velocity during the fall?
.
.
.
.
.
.
.
.
.
.
Problem Number 5
An object is given an unknown initial velocity up a ramp on which its
acceleration is known to have magnitude 12 cm/s^2. It reaches a maximum
distance of 228.16 cm up the ramp before rolling back down.
- What is its initial velocity?
- How many seconds after the initial impetus does the object pass a
point 7.9 cm up the ramp from its initial position (give all possible
answers)?