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If z be a complex number satisfying |Re(z)| + |Im(z)| =4, then |z| can’t be #IIT JEE complex numbers If z be a complex number satisfying |Re(z)| + |Im(z)| =4, then |z| can’t be #IIT JEE complex numbers
Let z be a complex number, then the equation z4+z+2=0 cannot have a root, such that #complex Let z be a complex number, then the equation z4+z+2=0 cannot have a root, such that #complex
z is a complex number such that |Re(z)| + |Im (z)| = 4 then |z| can z is a complex number such that |Re(z)| + |Im (z)| = 4 then |z| can't be | 12 | JEE MAIN | MATH...
How to work out the number of complex numbers satisfying |z| = 1 and and |z / zbar + zbar / z| = 1 How to work out the number of complex numbers satisfying |z| = 1 and and |z / zbar + zbar / z| = 1
If Z is a complex number such that |z|=4 and arg(z)=, then z is equal toa)-2+2i b)2+i c) 2-2i If Z is a complex number such that |z|=4 and arg(z)=, then z is equal toa)-2+2i b)2+i c) 2-2i
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if z is a complex number such that mod(z)=4 and if z is a complex number such that mod(z)=4 and 'arg(z)=5pi/6' then z is equal to
If z is a complex number such that `|z|=4` and `arg(z) =(5pi)/6` then z is equal to If z is a complex number such that `|z|=4` and `arg(z) =(5pi)/6` then z is equal to