for any purely imaginary number such that img(z)<0 then arg(z) is
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for any purely imaginary no. Re(z)=0
therefore in z=x+iy x=0 and y=-y (according to the question)
tan alpha= -y/0=infinity
alpha= π/2=90°
since, z lies in y' axis
hence, theta=3π/2=270°
therefore arg(z)=270°(ans)
therefore in z=x+iy x=0 and y=-y (according to the question)
tan alpha= -y/0=infinity
alpha= π/2=90°
since, z lies in y' axis
hence, theta=3π/2=270°
therefore arg(z)=270°(ans)
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