Asked by Anonymous
                Find all zeros of the function f(x) = (x - 4)(x + 3)(x + (4 + 3i))(x - (4 - 3i)).
Is it x = 4, -3, -4 - 3i, and 4 - 3i ?
            
        Is it x = 4, -3, -4 - 3i, and 4 - 3i ?
Answers
                    Answered by
            jewellry
            
    Yes they are the zeros  :)
if we put x=4 the 1st factor becomes 0, making the whole function = 0.
Hoped it helped!
    
if we put x=4 the 1st factor becomes 0, making the whole function = 0.
Hoped it helped!
                    Answered by
            Steve
            
    While your answer is correct, I suspect a typo in the problem, since the expanded polynomial does not have real coefficients:
x^4 - (1-6i)x^3 - (37+6i)x^2 + (25-72i)x + 300
    
x^4 - (1-6i)x^3 - (37+6i)x^2 + (25-72i)x + 300
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