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What is the distance of the z-intercept from the x-intercept in the equation ax by czd?
Wiki User
∙ 12y ago
That would be an interesting problem, and we would attack it with relish and
gusto, if only we had an equation. But ax/czd is not an equation, as it doesn't
describe the relationship between 'x' and 'z' ... or 'y' either if 'y' is involved.
Also, in order to find the intercepts, we're going to need to know the values of
any constants, such as the 'a', 'c', and 'd' shown. Otherwise, the intercepts can
be given only in terms of the constants.
Wiki User
∙ 12y ago
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What is the distance between the z-intercept from the x-intercept in the equation ax by czd?
Before this question can be answered, you'll need to rewrite the equation in a legible manner. Do you mean: ax + by = czd? ax - by + cz = d? ax + by + czd? (not even an equation) Please use spoken words to express your question when the form won't accept symbols. For example, the first of those equations could be expressed as "a times x plus b times y equals c times z to the power of d".
Can magnetic poles be isolated?
This question is conventionally said to be NO. Maxwell's Equations to define Del.Bv =0! This is a definition of the magnetic B field as circular field with no poles.This is another example of science not recognizing quaternions in Physics. The magnetic field has a scalar part and a vector part:E= Es + Ev = c(Bs + Bv)The relation E=cB was the key to Maxwell identifying Light with Electricity. This means if there is a scalar Es there is a scalar Bs= Es/c and if there is a scale Es there is a scalar Ds = Es/zc= epsilon Es.All the elxctromagnetic fields are related byE=cB=zH=czD giving B=zD!Maxwell's Equations are not correct in this matter. The real definition is :dBs/dr=Del.BvcDBs/dr = cDel.BvdEs/dr = Del.EvdDs/edr = Del.EvDel.Ev is not idnetically zero then Del.E/c is not identically zero unless dDs/dr is identically zero/ and that is not true for all Ev. Del.Ev = rho/epsilon in many cases where there is charge density.The electromagetic fields are related by E=cB=zH=zcD thus B=zD where z is the free space impedance Constant z=375 Ohms.Thus dBs/dr = dzD/dr= zdDs/dr = zrho where rho is the charge density. this means thatin general zdDs/dr= Del.Bv so Del.Bv is zero only when there is no charge density, otherwise if there is a charge density there is a "magnetic pole", zdDs/dr= zrho.This would mean for an atom, the nucleus has a charge density and a magnetic field. A collection of atoms may have a charge density in a certain direction but not overall.Magnetic poles exist in this definition and Maxwell's Equations represent a limited condition. There are no poles under Maxwell's Condition, that there is no charge density.
Can a magnetic field produce electricity?
It is the movement of a conductor (for example a loop of copper wire) in a magnetic field that produces electricity. This was investigated first by Michael Faraday, and is the principle of all electricity generators form small to large.
