Solve Fraction Problem: F2 = [ (v + v2)/(v + v1) ] F1

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To solve the equation F2 = [(v + v2)/(v + v1)] F1 for v1, start by rearranging the formula. Multiply both sides by (v + v1) to get F2(v + v1) = F1(v + v2). Then, isolate v + v1 to find v + v1 = (F1(v + v2))/F2. Finally, subtract v from both sides to obtain v1 = (F1(v + v2))/F2 - v. This method provides a clear path to finding v1 using the given values.
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Hey,

I'm terrible with fractions and would appreciate any help regarding this problem.

This is a problem from my physics course.

F2 = [ (v + v2)/(v + v1) ] F1

I need to solve for v1. I am given the values for F2, v, v2, and F1 and need to turn the formula around to solve for v1..

F1 = 400
F2 = 420
v = 344
v2 = 26.82

My attempt was F2/(F1(v+v2)) = 1 / (v+v1)

but this is wrong..

any suggestions?
 
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F_{2} = \left \frac{v+v_{2}}{v+v_{1}}\right F_{1}So F_{2}(v+v_{1}) = F_{1}(v+v_{2})

v + v_{1} = \frac{F_{1}(v+v_{2})}{F_{2}}

v_{1} = \frac{F_{1}(v+v_{2})}{F_{2}} - v
 
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