assoc motion. Directions: Answer the following worded problems based on your understanding through your experiences and stock ideas. Problem 1. From Newton's Second Law, F = ma. Derive an equation as acceleration defines as ac = - F Problem 2. From the given equation of centripetal acceleration ac = v² What will be T the change in centripetal acceleration if the velocity changes to one-half of its original without changing the radius? Problem 3. According to Michelin's top engineer, one of the most important parts of a racecar is the tires. When a car that has a tires radius of 0.75 m begins to accelerate forward its acceleration comes from the engine, which produces an angular acceleration of the tires a = 30.0 radians/s2. What is the tangential acceleration of the tires?..

Glencoe Physics: Principles and Problems, Student Edition
1st Edition
ISBN:9780078807213
Author:Paul W. Zitzewitz
Publisher:Paul W. Zitzewitz
Chapter6: Motion In Two Dimensions
Section: Chapter Questions
Problem 94A
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Activity 1: Describing the quantities associated with uniform circular
motion.
Directions: Answer the following worded problems based on your understanding
through your experiences and stock ideas.
MON
Problem 1. From Newton's Second Law, F = ma. Derive an equation as acceleration
=12².
defines as ac =
y²
Problem 2. From the given equation of centripetal acceleration a.. What will be
the change in centripetal acceleration if the velocity changes to one-half of its original
without changing the radius?
Problem 3. According to Michelin's top engineer, one of the most important parts of a
racecar is the tires. When a car that has a tires radius of 0.75 m begins to accelerate
forward its acceleration comes from the engine, which produces an angular acceleration
of the tires a = 30.0 radians/s2. What is the tangential acceleration of the tires?.
Transcribed Image Text:Activity 1: Describing the quantities associated with uniform circular motion. Directions: Answer the following worded problems based on your understanding through your experiences and stock ideas. MON Problem 1. From Newton's Second Law, F = ma. Derive an equation as acceleration =12². defines as ac = y² Problem 2. From the given equation of centripetal acceleration a.. What will be the change in centripetal acceleration if the velocity changes to one-half of its original without changing the radius? Problem 3. According to Michelin's top engineer, one of the most important parts of a racecar is the tires. When a car that has a tires radius of 0.75 m begins to accelerate forward its acceleration comes from the engine, which produces an angular acceleration of the tires a = 30.0 radians/s2. What is the tangential acceleration of the tires?.
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