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Solve the equation. (List your answers counterclockwise about the origin starting at the positive real axis.) z8 − i = 0
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\(\bf\ I\ suppose\ we\ are\ solving\ for\ i\) \(z8−i=0\) \(\sf add -z^8\ to\ both\ sides\)\[−i=−z^8\] ÷1 to both sides \(\frac{-i}{-1}=\frac{-z^8}{-1}\) \
And I don't think we can solve for z... so that's it
yh... u will solve -I/-1=-2^8/-1 to get what I=
and z has no solution
@supie 1. i is the imaginary number 2. we can solve for z... we're talking about polar coordinates and forms and that stuff o-0
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oh ok thanx
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