Home
Class 12
MATHS
Find the maximum value of |z|"when "|z-(...

Find the maximum value of `|z|"when "|z-(3)/(z)|=2,z` being a complex number .

Promotional Banner

Similar Questions

Explore conceptually related problems

Find the maximum value of absz when abs(z-3/z)=2 ,z being a complex number

Find the greatest value of |z| when |z-(6)/(z)|=2,z being a complex number.

Find the maximum value of abs(z) when abs(z-frac{3}{z}) = 2 , z being a complex number

If |z+5|le6, find the maximum and minimum values of |z+2|,z being a complex number.

Solve : |z|+z=2+i (z being a complex number)

Find the least value of |z+(1)/(z)| if |z| ge 3 (z being a complex number)

Solve bar(z)=iz^(2) (z being a complex number)

The maximum value of |z| when the complex number z satisfies the condition |z+(2)/(z)|=2 is -