1/26
Looks like no tags are added yet.
Name | Mastery | Learn | Test | Matching | Spaced |
|---|
No study sessions yet.
Equations including velocity
v = v0 + at
x = 0.5(v0 + v)t
x = v0t +0.5at^2
v^2 = v0^2 + 2ax
Equations involving displacement
x = 0.5(v0 + v)t
x = v0t + 0.5at^2
average speed
total distance/change in time
- scalar quantity
average velocity
displacement/change in time
or
change in displacement/change in time
average speed compared to average velocity
and if an object changes direction at any time
avg speed is >_ avg velocity
total distance vs displacement
total distance >_ displacement
similarities between free fall and projectile motion
both motions involve an object that is only influenced by gravity and has no air resistance
projectile motion is a subset of free fall
free fall is a projectile motion of v_x = 0 (only falls vertically)
in trajectory of projectiles, what remains constant throughout the entire movement
v_x or v in the x axis direction is always constant
when is v_x and v_y equal each other
at the peak of trajectory motion
v_x is always constant; a change in v_x would imply an acceleration
v_y is zero as there is no change in direction because the object has stopped moving
if an object has a velocity of 45m/s at take off, what is the velocity when it returns to the ground?
-45 m/s
when a ball is pushed off a table vs when a ball is dropped from vertically from the table, which hits the ground first
HAHA trick question!
They both hit the ground at the same time because they are independent of one another and are subject to gravity
Range equation
r = (v_0^2 sin 2(theta))/g
Peak of a Trajectory
x coordinate at point = 0.5R
y coordinate at point =
(v_0^2 sin^2 (theta))/2g
time at point =
(v_0 sin (theta))/g
what do forces require
an agent (creates the force)
an object (receives the force)
contact vs long range forces
contact = force directly touches an object (pushing a book)
long range = doesnt directly touch object (gravity)
Does tension pull or push
tension always pulls
what is normal forces
a force perpendicular to surface that equals the force of the object resting on it
eg: a book resting on a table has a normal force equivalent of the force it is acting on the table
types of friction
Static: prevents motion relative to another surface; points in direction that prevents slipping
Kinetic: opposes, but doesnt prevent motion; points in the opposite direction of motion
static friction formula
f_s_max = (u_s)(N)
when the pulling force is greater than f_s_max what happens to the position of the object
the object begins to move
kinetic friction formula
f_k = (u_k)(N)
Newton's Third Law
For every action there is an equal and opposite reaction
force involves 2 interacting bodies
is gravity and normal force an example action-reaction force
nope. action reaction has to be pair of forces that act on different objects
force on book due to table and force on table due to book is an action reaction force
uniform circular motion concepts
v = Rw
FYI w = angular velocity
velocity points tangential to trajectory and is always perpendicular to radius
acceleration points towards center and there is no tangential acceleration which means the net force is also pointing inwards
3 fundamental equation for uniform circular motion
v = Rw
wT = 2pi
fT = 1
FYI T = period; time requited to make 1 full revolution
Vmax =
sqrt((µs)(g)(r))
what units are period, angular velocity, and fruquency
period = sec, min, sec/rev
angular velocity = rad/s
frequency = rpm, rev/sec, Hz (1/s)