Two protons are held fixed (i.e., do not move) 10.0 cm apart. Refer to fig. 1. Thus the distance d shown is 0.0500 m. Point a is on the perpendicular bisector of the line connecting the two protons. Also, point a is a distance h = 12.00 cm = 0.1200 m above the line connecting the two protons. The proton charge is e = 1.6x10-19 C. Use symbols until the last steps when you plug in values to get numerical answers. See fig. 1. Use the Pythagorean Theorem to find the distance D between either proton and point a. Use symbols until the very last step when you plug in numbers to get your numerical answer.
Two protons are held fixed (i.e., do not move) 10.0 cm apart. Refer to fig. 1. Thus the distance d shown is 0.0500 m. Point a is on the perpendicular bisector of the line connecting the two protons. Also, point a is a distance h = 12.00 cm = 0.1200 m above the line connecting the two protons. The proton charge is e = 1.6x10-19 C. Use symbols until the last steps when you plug in values to get numerical answers.
See fig. 1. Use the Pythagorean Theorem to find the distance D between either proton and point a. Use symbols until the very last step when you plug in numbers to get your numerical answer.
See fig. 1. Calculate the electric potential at point a due to the two protons. Try to use symbols until the very last step when you plug in numbers to get your numerical answer.
See fig. 2. A third proton is released from rest at point a. (The other two protons remain at rest.) What is the speed v of this third proton when it is very far (i.e., at an infinite distance) from the other two protons? The proton mass is 1.67x10-27g.
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