If `z=(3+7i)(a+ib)`, where `a`, `b in Z-{0}`, is purely imaginery, then minimum value of `|z|^(2)` is

If z=(3+7i)(a+ib) , where a , b in Z-{0} , is purely imaginery, then minimum value of |z| is

If z= (3+7i) (p+iq) , where p, q in Z- {0} , is purely imaginary, then minimum value of |z|^(2) is

If z = (3+ 7i) (a +ib) where a, b in in Z- {0} , is purely imaginary , then the minimum value of |z| is

If z = (3 + 7i) (p + iq), where p, q el- {0}, is purely imaginary, then minimum value of |z|2 is1 (A) O(A) O(B) 58 (C) 304 (D) 3364(B) 58(D) 3364(C) 3364

The minimum value of |Z-1+2i|+|4i-3-z| is

If z=(3+7i)(lambda+imu)," when " lambda,mu in I-{0} " and " i=sqrt(-1) , is purely imaginary then minimum value of abs(z)^(2) is

If z=(3+7i)(lambda+imu)," when " lambda,mu in I-{0} " and " i=sqrt(-1) , is purely imaginary then minimum value of abs(z)^(2) is

If z=(3+7i)(lambda+imu)," when " lambda,mu in I-{0} " and " i=sqrt(-1) , is purely imaginary then minimum value of abs(z)^(2) is

If (z-1)/(z-i) is purely imaginary then find the minimum value of abs(z-(3+3i))