Using the right-hand rule, in which direction will the magnetic force act on a positively charged...

 

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Using the right-hand rule, in which direction will the magnetic force act on a positively charged particle that is moving to the left and experiencing a magnetic field straight ahead? a. Using the right-hand rule, in which direction will the magnetic force act on a negatively charged particle that is moving to the left and experiencing a magnetic field straight down? b. Two charged particles, each having the same magnitude of charge but with opposite signs, enter a magnetic field that is perpendicular to their direction of motion. How will the motion of the two particles differ when they enter the magnetic field? c. An electron that is moving to the right experiences a magnetic field of 2.5 T directed upward. If the force on the electron is 2.4 x 10-12 N, what is the speed of the electron? Using the right-hand rule, in which direction will the magnetic force act on a positively charged particle that is moving to the left and experiencing a magnetic field straight ahead? a. Using the right-hand rule, in which direction will the magnetic force act on a negatively charged particle that is moving to the left and experiencing a magnetic field straight down? b. Two charged particles, each having the same magnitude of charge but with opposite signs, enter a magnetic field that is perpendicular to their direction of motion. How will the motion of the two particles differ when they enter the magnetic field? c. An electron that is moving to the right experiences a magnetic field of 2.5 T directed upward. If the force on the electron is 2.4 x 10-12 N, what is the speed of the electron?

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a Using the righthand rule for the force on a charged particle moving in a magnetic field the force ... View the full answer