Use the data below to answer the scaffold questions.t=1.0 sd=1.0 mo Distance traveled by the object sliding down the incline is 1.0 mo Time of travel is 1.0 so Initial velocity is 0.0 m/sKinematic equations:o Use d =(v + v, )t to solve for final velocity at the bottom of the incline.o Use v,? = v,2 + 2ad to solve for the acceleration of the object down the incline.Scaffold questions:How can you derive a mathematical model for the motion of the object down the incline?Assuming acceleration is constant and that the object is moving along one axis, set up theacceleration vector from the acceleration you calculated in the previous step.I.Example:If your calculated acceleration a is 1.2 m/s?, then the acceleration vector is ā = 1.2 î m/s2 a. How do you derive a velocity vector from acceleration vector? Use the acceleration vectorin the previous step to derive the velocity vector.b. How do you derive a position vector from a velocity vector? Use the velocity vector in theprevious step to derive the velocity vector.

Answered: Image /qna-images/answer/f31bf92d-c78d-49be-9298-e7be809210c3.jpg

Use the data below to answer the scaffold questions. t-1.0 s d=1.0 m o Distance traveled by the object sliding down the incline is 1.0 m o Time of travel is 1.0 s o Initial velocity is 0.0 m/s Kinematic equations: o Use d =(v + v)t to solve for final velocity at the bottom of the incline.

Use the data below to answer the scaffold questions. t-1.0 s d=1.0 m o Distance traveled by the object sliding down the incline is 1.0 m o Time of travel is 1.0 s o Initial velocity is 0.0 m/s Kinematic equations: o Use d =(v + v)t to solve for final velocity at the bottom of the incline.

Glencoe Physics: Principles and Problems, Student Edition

1st Edition

ISBN:9780078807213

Author:Paul W. Zitzewitz

Publisher:Paul W. Zitzewitz

Chapter1: A Physics Toolkit

Section: Chapter Questions

Problem 54A

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