A 40 meter long train it’s accelerating at a constant rate. If the front of the train it’s moving 30 m/s past construction work 150 meters from it’s starting point, how fast will the end of the train be moving when it passes him Use the equations provided please
A 40 meter long train it’s accelerating at a constant rate. If the front of the train it’s moving 30 m/s past construction work 150 meters from it’s starting point, how fast will the end of the train be moving when it passes him Use the equations provided please
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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A 40 meter long train it’s accelerating at a constant rate. If the front of the train it’s moving 30 m/s past construction work 150 meters from it’s starting point, how fast will the end of the train be moving when it passes him
Use the equations provided please

Transcribed Image Text:Equations:
Vector components, standard Cartesian plane:
Vx= V cos 8
Vy = V sin 0
Constant linear acceleration:
V = Vo + at
Projectile motion:
X = Xo + Voxt
Rotational motion:
0 = s/r
@= @o + at
Frictional force:
w = v/r
Newton's Second Law of motion:
Centripetal force:
Use g
d = do + Vot + ½ at²
Gravitational force, or weight:
=
Vx² + Vy² = V²
y = yo + Voy - 1/2 gt²
360⁰ = 2n radians
a = aT/r
000+ wot + ½ at²
tan 8 = Vy/Vx
v² = vo² + 2a(d-do)
Vy = Voy -gt
ac = v²/r = rw²
w² = wo² + 2a(0 - 0)
ΣF = ma
Fg = mg
Ff = µFn
Fc = mv²/r
10.0 m/s² for the acceleration due to gravity near the surface of the earth.
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