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break into components x and y add all x and ys then magnitude is = the square root of (xtotal^2 + ytotal^2) |
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finding theta of a vector |
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must multiply the x and y component of vector subtracted by -1 then same as adding |
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ratio of displacement/ ∆time
average velocity=∆x/∆t |
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at a single instant
v=lim ∆x/∆t as ∆t approaches 0 |
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average speed=distance/time
s=d/∆t (scalar) |
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the magnitude of the instantaneous velocity vector (scalar) |
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is the change in instantaneous velocity over time
ā=∆v/∆t |
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instantaneous acceleration |
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the acceleration at a specific point
a=lim ∆v/∆t as t approaches 0 |
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v=v0+at x=v0t+(at^2)/2 v^2=v0^2+2ax average velocity=(v0+v)/2 x=(average velocity)t=((v0+v)/2)t |
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