Question

I want to know about Complex numbers completely. anybody can help me

Answer 1

i = sqrt(-1) ,so
i^2 = -1

Answer 2

a complex number has two components
\[z=a+ib\]
where\[i=\sqrt{-1}\]
and\[a,b\in \mathbb R\]

Answer 3

try counting to infinity without stopping.

Answer 4

There's like an entire advanced mathematics course fully dedicated to studying complex numbers. I think you can find it on MIT courseware.

Answer 5

\(i=+\sqrt{-1},~-i=-\sqrt{-1}\)

Answer 6

\[\large{\frac 1i}\small{=\frac1i\times1{}}\]\[\qquad=\frac1i\times\frac{-i}{-i}\]\[\qquad=\frac{-i}{-i^2}\]\[\qquad=\frac{-i}{-(-1)}\]\[\qquad=\frac{-i}{1}\]\[\large {\large{\frac 1i}=-i}\]

Answer 7

http://www.21stcenturysciencetech.com/articles/Spring02/Gauss_02.html

Answer 8

conceder the solutions to this equation\[x^2+1=0\]

Answer 9

did you read it?

Answer 10

I did.

Answer 11

good link @panlac01