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A Force = F0 - F0 (Where

Question 45

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A force A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> = F0 A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> - F0 A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> (where F0 > 0) acts on a moving charge that enters a magnetic field A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> = B0
A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> (B0 > 0) . Which of the following expressions correctly represents the direction of the velocity of the charge?


A) A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> = v0
A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> + v0

A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub>
B) A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> = v0
A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> - v0

A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub>
C) A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> = v0
A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> + v0

A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub>
D) A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> = v0
A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> + v0

A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub>
E) A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> = -v0
A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub> - v0
A force = F<sub>0</sub> - F<sub>0</sub> (where F<sub>0</sub> > 0) acts on a moving charge that enters a magnetic field = B<sub>0</sub> <sub> </sub> (B<sub>0 </sub>> 0) . Which of the following expressions correctly represents the direction of the velocity of the charge? A) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> B) = v<sub>0</sub> - v<sub>0</sub> <sub> </sub> C) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> D) = v<sub>0</sub> + v<sub>0</sub> <sub> </sub> E) = -v<sub>0</sub> - v<sub>0</sub>

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