The greatest and least value of principal value of `argz` if z satisfies `|z - 4 - 4i|<=4` are

The greatest and least value of |z| if z satisfies |z-5+5i|<=5 are

|z+3|<=3, then the greatest and least value of |z+1| are

|z +3| <= 3 , then the greatest and least value of |z | are

Find the greatest and the least values of the modulus of complex number z satisfying the equation |z-(4)/(z)|=2

The greatest and the least absolute value of z+1, where |z+4| le 3 are respectively

The sum of the least and greates in absolute value of z which satisfies the condition |2z+1-I sqrt(3)|=1 , is

The sum of the least and greates in absolute value of z which satisfies the condition |2z+1-I sqrt(3)|=1 , is

If |z+4|<=3 then find the greatest and least values of |z+1|