no centripetal force object moves straight... no longer turns
Front
no centripetal force
Back
*See Saw/ levers
*demo with trying to hold up bar with hanging masses
torque (Nm)
r is distance from pivot point to force (m)
force must be perpendicular (N)
Front
torque (twisting force)
Back
Front
Coulomb's Law
Back
current
Front
slope of a voltage vs resistance graph
Back
divide axis and find equation for meaning
Front
slope
Back
*force = weight (down whole time)
*acceleration (down -9.8 m/s/s)
*horizontal motion constant velocity x=vt
*at P only horizontal velocity
*at P vertical velocity is negative
Front
projectile motion
Back
N-mgcos(angle)=0
T-mgsin(angle)=ma
T-mg=m(-a)
Front
Newton's 2nd law- incline plane
Back
Front
Ohm's law visual
Back
*multiply axis for meaning
*area under x-axis is negative
*shading is from the x-axis up and from the x-axis down
Front
area
Back
radians
rad/s
rad/s/s
Front
angular displacement
Back
up-down=ma
T-W=ma
T-.9(9.8)=.9a
T-.6(9.8)=.6(-a)
Front
Newton's 2nd Law - atwood
Back
change of angular momentum (kgm^2/s)
torque (Nm)
time (s)
*if there is a torque object speeds up or slows down which changes its angular momentum
Front
change of angular momentum
Back
N-mg=mv^2/r
Front
Newton's 2nd law turning
Back
period is time for one complete cycle/circle
w= angular velocity/frequency (rad/s)
f= frequency (Hz)
Front
period
Back
N-mg=0
T=4a
T-2g=2(-a)
Front
Newton's 2nd law -modified atwood
Back
initial velocity = zero
a=-9.8
displacement is negative
Front
horizontal projectile motion
Back
only C and E correct
C is at rest or moving down incline
E is being accelerated up incline
Front
Freebody for incline plane
Back
I= current (A)....flow
V= electric potential difference (Volts)....push
R= resistance (ohm's law)... fight
*the more the push the more the flow
* the more the fight, the less the flow
Front
Ohm's Law
Back
Front
torque
Back
Front
Hooke's Law
Back
*split initial velocity into sin and cos
*vsin is for vertical constant acceleration equations
*vcos is for horizontal constant velocity equation x=vt
Front
projectile motion at an angle
Back
compressional / longitudinal wave
*fastest in solids
*cannot go through a vaccuum
Front
Sound
Back
rad/s
rad/s/s
Front
speeding up/slowing down
angular velocity
Back
Front
conservation of angular momentum
Back
density (kg/m^3)
mass (kg)
Volume (m^3)
Front
density
Back
*Net force towards center of circle
Moon around earth it is gravity
car going around curve friction