PHYS 161 Exams

The handout at right provides guidance on grading yourself after you finish your test.

Self-grading Tips

 

Partial List of Topics Covered

Anything in the book or lectures/labs is also fair game

Test

Solution

Comment

Chapters 1-4

Sig figs & math with sig figs

Prefixes & Notations

· Scientific versus engineering

· Be able to go from power of 10 to prefix

· Be able to go from prefix to power of 10

· WATCH OUT! Use either prefix or power of 10 BUT NOT BOTH!!!

Vectors

· Ordinal directions (N of W versus W of N)

· Dealing with angles to the vertical versus angles to the horizontal

· Addition (graphical or with SOH CAH TOA)

· Cross & dot products

· Creating unit vectors

· Angle between two vectors

· Angle between vector and an axis

1D motion graphs

· Use problem statement to create a graph

· Interpret graphs

· Distinctions between an xt-plot versus a vt-plot versus an at-plot

1D, 2D & 3D motion

· Standard projectiles (ax=0)

· Projectiles with non-zero ax

· Tricky word problems requiring derivatives or integrals.  Remember: sometimes plugging in zero for a limit gives non-zero result!

· Separation of variables

· Relative motion

161sp24t1a

161sp24t1aSoln

 

161sp23t1a

161sp23t1aSoln

 

161sp22t1b

161sp22t1bSoln

 

161sp22t1d

161sp22t1dSoln

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Chapters 5-8

Excel or other computation

Newton’s Laws

· Frictionless force problems (often multi-block)

· Friction force problems (often multi-block)

· Circular motion force problems

· Tricky concept questions

Work-energy theorem (Ch 7 methods)

Work done by non-constant force using integral

Determine force from potential energy

Determine potential energy from force

· Remember: sometimes plugging in zero for a limit gives non-zero result!

Energy problems (Ch 8 methods)

Know these tricks:

· Determining height of circular arc

· Determine height on incline

· For two blocks use two GPE reference levels

· Use FBD to determine n & f so you can get Wfriction

· Often useful to do circular motion FBD for energy problems with circular tracks or loops

· If spring is changing length in problem, we typically use energy (because spring force & acceleration are NOT constant)..  Do NOT use constant acceleration kinematics if spring length is changing in problem!

· If spring at fixed length for entire problem, we often can use Fspring=kx in an FBD

· Use period, speed, &/or omega interchangeably for circular motion

Kinematics relates to force using F=ma

Instantaneous power is force dot velocity

Average power is change in energy over change in time

161sp24t2a

161sp24t2aSoln

 

161sp23t2a

161sp23t2aSoln

 

161sp22t2a

161sp22t2aSoln

 

161sp22t2c

161sp22t2cSoln

 

 

 

 

 

 

 

 

 

 

 

 

 

Chapters 9-12

 Momentum and Impulse

· 1D elastic

· 1D or 2D inelastic

· Explosions

Center of Mass & Moment of Inertia

· If calc required, expect a 1D problem

· If calc NOT req’d, could be any dimensionality, could have holes, could require parallel axis

· Perpendicular axis might be extra credit

Rotational Kinematics

· Constant angular accel

· Non-constant angular accel

· Plots

· Know a, ac, atan & atotal

Relating Rotational & Translational Motion

Torque & Energy Methods for:

· Rolling Motion (without slipping)

· Blocks with Massive Pulleys

· Swinging Motion*

*WATCH OUT!  In most swinging motion problems you CANNOT use constant acceleration kinematics (while most rolling or blocks w/ pulley you CAN).

Angular Momentum

· Rotating object changes shape (e.g. neutron star, figure skater brings arms in).

· Rotating object impacts rotating object (e.g. drop spinning disk on spinning turntable)

· Collision in space without pivot:  Usually both angular and linear momentum conserve.  After collision rotates about center of mass.  Often need parallel axis theorem to get moment of inertia. 

· Collision with pivot: Usually only angular momentum is conserved.  After collision rotates about pivot.

· For points masses moving in straight line use m v r_perp

· For points masses attached to something spinning use I_pointmass = m x^2

· Don’t forget: angular momentum could be + or -!!!

Which conservation laws apply?

Static Equilibrium

Stress & strain (1D Young’s modulus)

161sp23t3a

161sp23t3aSoln

 

161sp22t3a

161sp22t3aSoln

 

161sp22t3c

161sp22t3cSoln

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Final exam is cumulative

No practice tests provided

Questions on the final from chapters 13 & 14 are very similar to homework questions from the problem list.  I might put 2-3 concept questions and/or up to 2 problems from Chapter 13 & 14.  Expect the remaining questions to a mix of  concept questions and computational questions from everything else covered all semester.  The calculations in final exam questions tend to be shorter than mid-terms.  I try to shoot for approximately 25-30% of the test being relatively short conceptual questions but that is not always true.

Ch 13—Universal gravitation

· Circular orbit do FBD &/or KE & GPE

· Conservation of energy (Escape velocity, release four point masses from rest, etc)

· Place point masses on grid.  Get net force on one of the masses.  Remember that you must add force VECTORS not force MAGNITUDES.

· Place point masses on a grid.  Get gravitational potential energy.

Ch 14—Fluids & Pressure

· Buoyant force

· Static pressure versus depth (U-tubes or force on a dam)

· Ideal fluid flow problems using continuity equation &/or Bernoulli equation (e.g. siphon or hole in a can)

· Sometimes throw in a 1 pointer from all the weird demos...not worth stressing over.