Question: Question 6 (1 point) Consider the functionf(x) = x3 3x + 1 and the point (-6,-2), which is not located on the graph of f.

Question 6 (1 point) Consider the functionf(x) = x3 3x +

1 and the point (-6,-2), which is not located on the graph

Question 6 (1 point) Consider the functionf(x) = x3 3x + 1 and the point (-6,-2), which is not located on the graph of f. For how many distinct values a are there tangent lines for f at x = a which pass through the point (-6,-2)? HINT: Use a computational aid for the algebra involved! Q There are no such values

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