Proton velocity(magnitude and direction)

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To keep a proton traveling in a straight line within a magnetic field of 0.2T along the z-axis and an electric field of 7.4 N/C along the y-axis, the forces from both fields must cancel each other out. The magnetic force acting on the proton can be calculated using the right-hand rule, and it will depend on the proton's velocity. A free-body diagram is recommended to visualize the forces and determine the necessary direction of the electric force. By applying Newton's laws, the magnitude of the proton's velocity can be derived to ensure it maintains a straight path. Understanding the balance of forces is crucial for solving this problem effectively.
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Homework Statement


A proton enters a region in which there is a magnetic field B=0.2T pointing along the positive z axis,and an electric field E=7.4 N/C pointing along the positive y axis. If we want the proton to continue traveling in a straight line without changing speed,what should its velocity(magnitude and direction) be?


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The Attempt at a Solution

 
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Welcome to PF;
The way to get the most out of this forum is to show us your attempt at the problem - otherwise the best we can manage is to point you at some theory that will no doubt also be in your notes.
 
I am really confused with this problem and really don't know where to start. Do I figure the two forces separate first? Also ,I wouldn't think the proton is going to go in a straight line.
 
Spinnor gave you a reference to look at - that should help.

You have a situation where there are two forces acting on an object - you know how to handle this: do a free-body diagram. Draw an arrow for the force from the B field, use that to work out which direction the force from the E field should point ... from that you can use Newton's laws to work out the magnitude.
 
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