Recent content by Austin 30

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 the in case of a planar conductor it should obey vector addition??...but practically it doesn't obey there also

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