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56. COMPLEX NUMBERS : Numerical type : z1, z2 be complex numbers satisfying the equations Re(z) - 4 = | z-2+3i | and arg[(z1 - 4 + 3i) / (z2 - 4 +3i)] = pie /2, then the minimum value of | z1 - z2 | is? |
| Answer» 56. COMPLEX NUMBERS : Numerical type : z1, z2 be complex numbers satisfying the equations Re(z) - 4 = | z-2+3i | and arg[(z1 - 4 + 3i) / (z2 - 4 +3i)] = pie /2, then the minimum value of | z1 - z2 | is? | |