Draw the points A : i
and the point B: (1/(2^{0.5})) + (1/(2^{0.5}))i on a argand digram and hence find the argument of A+B i drew it but i am clueles
Thread moved to complex numbers help please
Draw the points A : i
and the point B: (1/(2^{0.5})) + (1/(2^{0.5}))i on a argand digram and hence find the argument of A+B i drew it but i am clueles
Thread moved to complex numbers help please
If $\displaystyle (x, y)$ represents $\displaystyle x + iy$, then the arugment is $\displaystyle \theta $ such that $\displaystyle \tan{\theta} = \frac{y}{x} $ and $\displaystyle 0 \le \theta \le 2\pi $