3. Consider a frictionless cart moving from rest downward along an incline: A) What is the acceleration, a, of objects on the incline if the height of the incline h is 4 cm and length L= 4 m? B) What is the equation that relates the acceleration, a, of objects on the incline to the angle of the track 0, and g? C) Calculate the acceleration, a, of objects on the incline in m/s² for the given angle of the track 0. Ꮎ 0º 5º 10° 20º 30º 70° 90° a ( ) D) Using the calculated values, plot on the axes below your predictions of the acceleration versus angle graph for the motion of the cart and draw a curve fit.
3. Consider a frictionless cart moving from rest downward along an incline: A) What is the acceleration, a, of objects on the incline if the height of the incline h is 4 cm and length L= 4 m? B) What is the equation that relates the acceleration, a, of objects on the incline to the angle of the track 0, and g? C) Calculate the acceleration, a, of objects on the incline in m/s² for the given angle of the track 0. Ꮎ 0º 5º 10° 20º 30º 70° 90° a ( ) D) Using the calculated values, plot on the axes below your predictions of the acceleration versus angle graph for the motion of the cart and draw a curve fit.
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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Transcribed Image Text:3. Consider a frictionless cart moving from rest downward along an incline:
A) What is the acceleration, a, of objects on the incline if the height of the incline h is 4 cm
and length L= 4 m?
B) What is the equation that relates the acceleration, a, of objects on the incline to the angle
of the track 0, and g?
C) Calculate the acceleration, a, of objects on the incline in m/s² for the given angle of the
track 0.
Ꮎ
0º
5º
10°
20º
30º
70°
90°
a (
)
D) Using the calculated values, plot on the axes below your predictions of the acceleration
versus angle graph for the motion of the cart and draw a curve fit.
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