1. The problem statement, all variables and given/known data Gas particles of a particular gas have a speed distribution function of fv = Cv/(v2 +vo2)2 a. Find the value of C b. Calculate the most probable speed c. What fractions of the particles are moving faster than the most probable speed 2. Relevant equations 3. The attempt at a solution For problem a I don't even know where to begin, I know that C is probably a form of vo otherwise the function could end up being higher 1 I already got problem b by taking the derivative of the function and then setting it equal to 0 which got me v = vo/√3 For problem c what I believe what I need to do is take the definite integral of f*dv between vo/√3 and infinity.