According to the Analogy it works as there if I use 2 balls then angle between them is 0° or 180° thatst why normal scalar addition works...but in this case there is a general angle θ so it will not work
Sir, can you please tell me "that's because they just treat the circuit as an abstract collection of lines " this one.. if we assume the cirvuci as collccolle of lines then how the vector is turned into scalar?...as far i know they assurm the quantity as scalar as it doesn't obey Vector...
No..no...the full definition of vector is ...it should follow vector algebra...and It doesn't... example suppose you have 2 wires , with angle θ then the total current in the added wire should i^2 = (i1)^2+(i2)^2+2(i1)(i2)cosθ ..but as we know it is just i1+i2
While I was going through "Introduction to Electrodynamics" by David J. Griffith I see the line "Current is a vector quantity". But we know it doesn't obey the vector algebra (addition ). Then how it can be a vector?... Please help me