How do you find the real and imaginary part $pi + i$ ?

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Answer 1 · 2016-02-12T20:04:26

Real part is $pi$ and imaginary part is $1$ .

For any complex number $z=x+iy$ in rectangular form, the real part is $x$ and the imaginary part is $y$ .

So in this particular case for $z=pi+i$ , it implies that the real part is $pi$ and the imaginary part is $1$ .

How do you find the real and imaginary part pi + ipi + i?