solve it...(medal)
determine what?
each part of this complex function (imagery and real part)
\[\huge\color{blue}{ f(z)=\frac{1}{1-z} } \] \[\huge\color{blue}{ g(z)=2z^2-3z } \]
To find the zeros of each function set each one equal zero and solve for z. The y-intercept is the constant of the equation, if there is no constant then the y-intercept would be zero.
z=x+iy---->complex-can not equate =zero----but g(z) is more easily...
What? I don't understand where is the z=x+yi from
ok see the solution :...
ARe you saying you see it, or you asking me?
What do you mean by Re and Im parts of each functions? Is that a new mathematical concept?
no.its about the complex numbers,real number are sublocal (i dont know what mean in english) of real numbers,and in the Cartesian shown by 2 parameter x (real part) and iy (imagery part)...
Yeah, Idk that, weird but....
yap,Engineering Mathematics are full of this kind of problems,its very simple,i suggest you these books:
did you multiply by conjugate?
Advanced Engineering mathematics Dean G,Duffy
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