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OpenStudy (anonymous):
Derive the equations for (v1x)f=(m1-m2)/(m1+m2)(v1x)f and (v2x)f=2m1/(m1+m2)(v1x)i from the equations m1(v1x)i=m1(v1xf)+m2(v2x)f and 1/2m1(v1x)i^2=1/2m1(v1x)f^2+1/2m2(v2x)f^2
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OpenStudy (anonymous):
I got to (v1x)i-m2(v2x)f/m1=(v1x)f and (v2x)f=sqr((m1((vix)i^2-(v1x)f^2)/m2)
OpenStudy (anonymous):
sub the (v2x)f back into (v1x)i-m2(v2x)f/m1=(v1x)f .
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