Question 2 A charged particle is moving on a region with uniform magnetic field described by a vector B= (1.29 T)+(1.81 T)+(-2.97 T)K The velocity of the charge is = (-8.89 m/s)+ (1.81 m/s))+(8.19 m/s)k The charge of the particle is q = -4.07x103 C and has a mass of m = 4.03x10-3 kg Find the "magnitude" of the charge's acceleration (in m/s²). Note: There is no need to write the unit of acceleration Hint: Get the magnitude of F, and use one of the Newton's laws of motion. b Round your answer to 0 decimal places. Add your answer

Understanding Business
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ISBN:9781259929434
Author:William Nickels
Publisher:William Nickels
Chapter1: Taking Risks And Making Profits Within The Dynamic Business Environment
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Question 2
A charged particle is moving on a region with uniform magnetic field described by a vector
B= (1.29 T)+(1.81 T)+(-2.97 T)K
The velocity of the charge is
= (-8.89 m/s)+ (1.81 m/s))+(8.19 m/s)k
The charge of the particle is q = -4.07x103 C and has a mass of m = 4.03x10-3 kg
Find the "magnitude" of the charge's acceleration (in m/s²).
Note: There is no need to write the unit of acceleration
Hint: Get the magnitude of F, and use one of the Newton's laws of motion.
b
Round your answer to 0 decimal places.
Add your answer
Transcribed Image Text:Question 2 A charged particle is moving on a region with uniform magnetic field described by a vector B= (1.29 T)+(1.81 T)+(-2.97 T)K The velocity of the charge is = (-8.89 m/s)+ (1.81 m/s))+(8.19 m/s)k The charge of the particle is q = -4.07x103 C and has a mass of m = 4.03x10-3 kg Find the "magnitude" of the charge's acceleration (in m/s²). Note: There is no need to write the unit of acceleration Hint: Get the magnitude of F, and use one of the Newton's laws of motion. b Round your answer to 0 decimal places. Add your answer
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