Question: !!!!!!!!!!!!!!! 3. (10 points) Suppose a complex number z satisfies the equation 227 - (3 +8i)z - (m+4i) = 0. Given that m is a

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3. (10 points) Suppose a complex number z satisfies the equation 227 - (3 +8i)z - (m+4i) = 0. Given that m is a real constant and that one of the two solutions is real, find the two solutions of the above complex quadratic equation. (Hint: The real solution is easy to find. To find the other solution, use the fact that the two solutions 21, zz of the quadratic equation az' + bz +c =0 satisfy z, +22 = -b/a.)

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