dimivat said:
For the question that asks the distance between the rod, if the mass they gives you decreases with the increase in current doesn't that mean the distance is changing as a result of the second rod being atracted to the first?
What I did:
the reading on the scale, R, reads Rg as resultant force. ie
Weight pulling rod down - Force pulling rod up = Rg
mg - F = Rg
elementary maths tells us :
-ΔF = ΔRg
but F = kLI1I2/d
the only change is in current, (distance doesnt change)
making:
-ΚLI1(ΔI2/ΔR)/g = d
ΔR/ΔI2 is of cause the gradient of the graph.
so you just sub it all in..
there we go, sorry, but i am 4U math, i prefer to derive everything.