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1.2
Significant Figures
can only be as accurate as the least accurate measurement
ex. 1.06=3 sig figs, 100 = 1,2,3 sig figs, 1.00= 3 sig figs
1.2
Uncertainty Values
General area of how much the answer will vary
ex. 2.26+or- 0.25? = 11% uncertainty
Trailing Zeros do count
applied uncertainty: x/y * 100
2
Mechanics
Study of motion, composed of Dynamics and Kinematics
2
Dynamics
why objects move how they do
2
Kinematics
how objects move
2
Translational Motion
objects that move without rotating
2
Distance
how far you go
Scalar
2
Reference Frame
any measurement of position, distance, or speed must be made w/ respect to a frame of reference.
ex. train traveling 80km/h see someone walking past you 5km/h. Train as frame of reference. 80km/h + 5km/h = 85 km/h on train
any measurement of position, distance, or speed
2
Displacement
how far and in what direction
Vector
2
Speed
how fast or slow
scalar
2
Velocity
how fast or slow and in what direction
vector
Direction/Time
2
Vector
quantity that specifies magnitude and direction
velocity, displacement, force, and momentum
2
Scalar
only magnitude
mass, time, temperature
2
AVERAGE SPEED
d/t
2
AVERAGE VELOCITY
Xv2-Xv1 / Tv2-Tv1
(v means subscript)
2
Car speedometer measures?
Car Compass?
speed only (scalar)
Velocity
2
Constant Velocity
has to have a constant speed and distance
2 Table
Thank
God
Monday
Killed
Dylan
Cuz
Milli
Might (mu)
Not
12
9
6
3
-1
-2
-3
-6
-9
2
Acceleration
Anytime you change your velocity
Avg Acceleration = change in v / time elapsed
2
If acceleration and velocity are in opposite directions what happens
it decelerates
2
Who wins the race
greatest speed crossing the finish line?
person w most avg speed and velocity wins
2
can there be northward velocity and southward acceleration
slowing down acc in southward direction
2
Kinematic equations for constant acceleration
1.v=vo+at
2. xo+vot+1/2at^2
3.v^2= v^2o +2a(x-xo)
4.v (with line on it) = (v+vo) /2
1,2 involve time
2,3 involve distance
frick the fourth one tho
3
Inertia
object will keep going the same speed as long as nothing comes in contact changing motion
3
An arrow
which way and how fast
3
Tail to tip method
pic
3
Parallelogram method
pic
3
what is v sub x
the horizontal component of the v
3
Projectile motion
Constant velocity horizontally
no acceleration
ignore air resistance
gravity down
3
Horizontal kinematic equations for constant acceleration in 2 dimentions
Vertical ʻʻʻ
Horizontal
Vox=vx
x=xo+vox(t)
Vertical
Vy= voy-(g)(t)
y=yo+voy(t)-1/2g(t)^2
Vy^2=Voy^-2g(y-yo)
v(with line over)y = (vy+voy)/2
3
Parabolic trajectory
pic
4
Force
force as push or pull on an object
objects fall because of force of gravity
ex. may push on heavy desk but it may or may not move
measure magnitude- spring scale
vector
4
Newtons 1st Law
every body continues in its state of rest or of uniform speed in a straight line unless acted upon by a nonzero force
if an inertial reference frame must have no acceleration and follow 1st law
4
Why do you have to push harder on the pedals of a bike than when its already moving?
because of kinetic friction
and as you begin pedaling IT IS harder to move a body from rest
1st Law wants it to stay at rest
4
Acceleration of a body is zero, are no forces acting on it?
can be at rest or at a constant acceleration/velocity
4
inertia
tendency of an object or body to stay in its constant state of motion
4
Newtonʻs 2nd Law of motion
acceleration is directly proportional to the net force acting on it and is inversely proportional to its mass. The direction of the acceleration is in the direction of the net force acting on the object
a= {f / m
{f=ma
4
Newtonʻs 3rd Law of Motion
Whenever one object exerts a force on a second object, the second exerts an equal and opposite force on the first
relationship between two bodies
4
Intertial frame of reference
any frame that is moving at a constant velocity
earth is one (kinda it accelerates so little we donʻt even feel it)
4
something rolling. why?
dunno, but inertia keeps it going
4
Zero net force=?
staying at rest
4
Zero Acceleration=?
Keeps moving
4
thaeiajiogaehg
the one w the ball and 2 strings pic
4
Normal forces
contact force that acts perpendicular to the surface of an object Pic
FvN
4
weight of an object?
mg
4
Freebody diagram
a geometric shape that represents the objects/body of interest
4
Newton
force, 1kg x M/s^2
4
Net force
is the vector sum of all forces acting on the object
4
Kinetic Friction
sliding friction. Kinetic is moving friction.
4
Static Friciton
Refers to a force is parallel to the two surfaces that can arise even when they are not sliding.