Recent content by srhelfrich

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    I What is the significance of calculating the average value of cos?

    Sure, the math works. But why is it significant?
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    I What is the significance of calculating the average value of cos?

    Yeah, I just realized the range is from 0 to pi/2. The angle is measured wrt the normal of the wall.
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    I What is the significance of calculating the average value of cos?

    I understand that it works out mathematically. I also figured out that theta is measured with respect to the normal of the wall so now I see why it shouldn't be zero. But what is the significance of finding the average value? Why is this something we would be interested in calculating?
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    I What is the significance of calculating the average value of cos?

    In kinetic theory, the number of molecules hitting a unit area of a surface per unit time with speeds between v and v + dv and angles between \theta and \theta + d \theta is found to be a function of sin(theta) and cos(theta). There will often be a practice problem asking to show that the...
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    How to find the function for which ∫ √x*√(1+y'^2) dx is stationary?

    Does anyone know why the problem asks for y=y(x) but the solution is in the form x=x(y)?
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    Proof of distributive and product rule

    Thank you! I looked it up and you're right, I see where they start with the limit and expand from there. Much appreciated!
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    Proof of distributive and product rule

    1. Prove a) r=(u*v)=r*u+r*v and b) d/dt(r*s)=r*ds/st+dr/dt*s 2. Homework Equations : b) dr/dt=lim t->0=Δr/Δt and Δr=r(t+Δt)-r(t) 3. Attempt at the solution: Okay, so I was able to work out part a but I'm not quite sure how to start part b. Could anyone point me toward a useful resource to...
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