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Protons are projected with an initial speed v. = 9,950 m/s into a region where a uniform electric field of magnitude E = 540 N/C is present (see figure below). The protons are to hit a target that lies a horizontal distance of %3D 1.30 mm from the point where the protons are launched. Target -R Proton beam (a) Find the two projection angles 0 that will result in a hit. (Enter the smaller angle first.) 02 = (b) Find the total duration of flight for each of the two trajectories. (Enter the smaller duration of flight first.) t = t2 = %3D IL || I|||

Protons are projected with an initial speed v. = 9,950 m/s into a region where a uniform electric field of magnitude E = 540 N/C is present (see figure below). The protons are to hit a target that lies a horizontal distance of %3D 1.30 mm from the point where the protons are launched. Target -R Proton beam (a) Find the two projection angles 0 that will result in a hit. (Enter the smaller angle first.) 02 = (b) Find the total duration of flight for each of the two trajectories. (Enter the smaller duration of flight first.) t = t2 = %3D IL || I|||

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Protons are projected with an initial speed v. = 9,950 m/s into a region where a uniform electric field of magnitude E = 540 N/C is present (see figure below). The protons are to hit a target that lies a horizontal distance of %3D 1.30 mm from the point where the protons are launched. Target -R Proton beam (a) Find the two projection angles 0 that will result in a hit. (Enter the smaller angle first.) 02 = (b) Find the total duration of flight for each of the two trajectories. (Enter the smaller duration of flight first.) t = t2 = %3D IL || I|||
Transcribed Image Text:Protons are projected with an initial speed v. = 9,950 m/s into a region where a uniform electric field of magnitude E = 540 N/C is present (see figure below). The protons are to hit a target that lies a horizontal distance of %3D 1.30 mm from the point where the protons are launched. Target -R Proton beam (a) Find the two projection angles 0 that will result in a hit. (Enter the smaller angle first.) 02 = (b) Find the total duration of flight for each of the two trajectories. (Enter the smaller duration of flight first.) t = t2 = %3D IL || I|||
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