Physics- Unit 3 Acceleration

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Final Velocity

final velocity = Initial velocity + acceleration(times time) vf= vi+at

Average Acceleration

velocity/time v/t

Constant velocity

xt-xi/ tt-ti

Constant acceleration; average acceleration, instantaneous acceleration

3 types of Acceleration

Model Graphs

Acceleration in motion graphs and particle

Vector

Acceleration is a ___________ quanitity

Acceleratoin

Acceleration= Final Velocity + Intial Velocity divided by 2 times time a= (vf+vi/2) x t

Distance

Distance = Initial velocity times time + 1/2 acceleration times time squared d= vit+1/2at2^

vt-vi / tt-ti

Equation: a= Change of velocity divided by the change of time=

Final Velocity Squared

Final velocity squared= intial velocity squared + 2 times acceleration times distance vf^2= vi^2 +2ad

acceleration

In a vaccum, all bodies fall with the same ___________

(negative velocity, positive acceleration)

In the same car you apply the brakes

Acceleration

Is the change in velocity per unit time. (or rate of change in velocity)

Free Falling bodies

Motion decribed by Gailileo

m/s/s , mph/s, m/s^2

Note two time units :

Terminal Velocity

Other than in a vaccum, air resistance, friction, creates an upward force. When the upward force balances the downward force of gravity, there is no acceleration; velocity is constant. This value is called

-9.8 m/s^2

The acceleration due to gravity at sea level is

Acceleration

The slope of the velocity-time graph is the

v= vt+vi/2

Usual meaning of average velocity use only wih acceleration motion

This rise and fall is symmetrical

When an object is thrown upward, it rises until the negative acceleration of gravity brings it to a stop for an instant. Thereafter it accelerates in the downward position.

(positive velocity, negative acceleration) (deceleration)

You are driving 40 mph and slow down to 25 mph

(positive velocity, positive acceleration)

You are driving 40 mph and speed up to 60 mph

(negative velocity, negative acceleration)

You are stopped on a hill you start backwards down the hill, going faster and faster

x=1/2g(t^2)

You use the velocity equations, but replace "a" with "g"

Average Velocity

d=vt

Velocity as function of time

v=vo+at


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