4. An electron (q=-1.6 x 10-19 C) experiences a force of 6.8 x 10-15 N as it moves with a velocity of 4.7 x 104 m/s across the two magnets as shown in the below figure. Pole 2 a) Find the magnitude of the magnetic field. Velectron b) What is the correct direction of its magnetic force? c) Label the correct polarity of the magnets. Pole 1

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Chapter1: Units, Trigonometry. And Vectors
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4. An electron (q=-1.6 x 10-19 C) experiences a force of 6.8 x 10-15 N as it moves with a velocity
of 4.7 x 104 m/s across the two magnets as shown in the below figure.
Pole 2
a) Find the magnitude of the magnetic field.
Velectron
b) What is the correct direction of its magnetic force?
c) Label the correct polarity of the magnets.
Pole 1
Transcribed Image Text:4. An electron (q=-1.6 x 10-19 C) experiences a force of 6.8 x 10-15 N as it moves with a velocity of 4.7 x 104 m/s across the two magnets as shown in the below figure. Pole 2 a) Find the magnitude of the magnetic field. Velectron b) What is the correct direction of its magnetic force? c) Label the correct polarity of the magnets. Pole 1
5. The figure below is a simple pendulum with a 450-g mass attached to it. Its maximum
displacement is found at point D and its maximum speed of 0.34 m/s is found at point C. If the
pendulum completes 13 cycles in 15.0 s, answer the following questions.
D
a) Calculate the frequency of this device
b) Find its period of vibration
c) Find the length of the pendulum
d) If the pendulum swings a total angle of 280, find its amplitude
e) Calculate the kinetic energy at the lowest position of the pendulum
Transcribed Image Text:5. The figure below is a simple pendulum with a 450-g mass attached to it. Its maximum displacement is found at point D and its maximum speed of 0.34 m/s is found at point C. If the pendulum completes 13 cycles in 15.0 s, answer the following questions. D a) Calculate the frequency of this device b) Find its period of vibration c) Find the length of the pendulum d) If the pendulum swings a total angle of 280, find its amplitude e) Calculate the kinetic energy at the lowest position of the pendulum
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