Asked by Shawn
Solve w= (va)/(r^2+a^2) for a.
I applied the quadratic formula
a= (v/w +- sqrt (v^2/w^2 - 4*(-wr^2)) /2
and I have the answer as a= (v+/- sqrt[v^2+4w^2r^2]/w is this right?
I applied the quadratic formula
a= (v/w +- sqrt (v^2/w^2 - 4*(-wr^2)) /2
and I have the answer as a= (v+/- sqrt[v^2+4w^2r^2]/w is this right?
Answers
Answered by
bobpursley
No.
Answered by
Reiny
my quadratic was
wa^2 - va + wr^2 = 0
then a = (v ±√(v^2 - 4w^2r^2)/(2w)
You were close
wa^2 - va + wr^2 = 0
then a = (v ±√(v^2 - 4w^2r^2)/(2w)
You were close
Answered by
Shawn
Thanks
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