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This is chapter 37 problem number 54.
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We've given the speed of a particle 1 .35 times 10 to 0 .10 per over 8 meters per second.
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And the momentum of the particle 2 .52 times 10 to 0 .19 kilogram meters per second.
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And we know that it is a positive, it has positive charge.
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And we are trying to determine what kind of a particle this is.
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So since we know the momentum, let's write down the equation for momentum.
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So the relativistic equation would be gamma factor times the mass, the rest mass of the particle, times the speed of the particle.
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So if we figure out what the rest mass is, maybe we should be, maybe we will be able to tell what particle we're dealing with here.
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We're trying to get to m not.
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In order to do that, i'm going to divide both sides by gamma times the speed.
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Gamma times speed...