Part A Submit MyAnswers GiveUp Part B If the magnetic field is increasing at a r

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Part A SubmitMyAnswersGiveUp Part B If the magnetic field is increasing at a rate, what are the direction of the force on a stationary positive point chargelocated at pointa? Zero To the right To the left Downwards Upwards SubmitMyAnswersGiveUp If the magnetic field is increasing at a rate, what are the direction of the force on a stationary positive point chargelocated at pointa? Zero To the right To the left Downwards Upwards SubmitMyAnswersGiveUp Part C SubmitMyAnswersGiveUp Part D If the magnetic field is increasing at a rate, what is the direction of the force on a stationary positive point chargelocated at pointb? Downwards To the left To the right Upwards Zero SubmitMyAnswersGiveUp If the magnetic field is increasing at a rate, what is the direction of the force on a stationary positive point chargelocated at pointb? Downwards To the left To the right Upwards Zero SubmitMyAnswersGiveUp Part E SubmitMyAnswersGiveUp Part F If the magnetic field is increasing at a rate, what is the direction of the force on a stationary positive point chargelocated at pointc? Upwards To the left Zero To the right Downwards SubmitMyAnswersGiveUp If the magnetic field is increasing at a rate, what is the direction of the force on a stationary positive point chargelocated at pointc? Upwards To the left Zero To the right Downwards SubmitMyAnswersGiveUp Provide FeedbackContinue Figure 1of1 The magnetic field, at all points within a circular region of radius, is uniform in space and directed into the plane of the page as shown in the figure(Figure 1). (The region could be a cross section inside the windings of a long, straight solenoid.) Part A If the magnetic field is increasing at a rate, what is the magnitude of the force on a stationary positive point chargelocated at pointa? (Pointais a distanceabove the center of the region.) If the magnetic field is increasing at a rate, what is the magnitude of the force on a stationary positive point chargelocated at pointa? (Pointais a distanceabove the center of the region.) SubmitMyAnswersGiveUp Part B If the magnetic field is increasing at a rate, what are the direction of the force on a stationary positive point chargelocated at pointa? If the magnetic field is increasing at a rate, what are the direction of the force on a stationary positive point chargelocated at pointa? Zero To the right To the left Downwards Upwards SubmitMyAnswersGiveUp Part C If the magnetic field is increasing at a rate, what is the magnitude of the force on a stationary positive point chargelocated at point b? If the magnetic field is increasing at a rate, what is the magnitude of the force on a stationary positive point chargelocated at point b? SubmitMyAnswersGiveUp Part D If the magnetic field is increasing at a rate, what is the direction of the force on a stationary positive point chargelocated at pointb? If the magnetic field is increasing at a rate, what is the direction of the force on a stationary positive point chargelocated at pointb? Downwards To the left To the right Upwards Zero SubmitMyAnswersGiveUp Part E If the magnetic field is increasing at a rate, what is the magnitude of the force on a stationary positive point chargelocated at pointc? = SubmitMyAnswersGiveUp Part F If the magnetic field is increasing at a rate, what is the direction of the force on a stationary positive point chargelocated at pointc? If the magnetic field is increasing at a rate, what is the direction of the force on a stationary positive point chargelocated at pointc? Upwards To the left Zero To the right Downwards SubmitMyAnswersGiveUp Provide FeedbackContinue Figure 1of1

Explanation / Answer

the answers are 3 1 4 1 1/2 q dB/dt 5

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