3. How much work must be done to a proton to accelerate it from rest to 0.998c.
4. A person on Earth observes a space ship approaching from the right with a velocity of 0.75c and a rocket ship approaching from the left at 0.50c. What is the relative velocity of the two ships as measured by a passenger in each of them?
3.
"W=\\frac{mc^2}{\\sqrt{1-v^2\/c^2}}-mc^2""W=\\frac{938.272\\:\\rm MeV}{\\sqrt{1-0.998^2}}-{938.272\\:\\rm MeV}\\\\\n=13905\\:\\rm MeV=2.22*10^{-9}\\: J"
4.
"V=\\frac{v+u}{1+\\frac{vu}{c^2}}""V=\\frac{0.75c+0.50c}{1+0.75*0.50}=0.91c"
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