Question: Suppose that the constant q is such that no horizontal line can be tangent to the curve y = 2r+3qx?+6x+131 at any point. Then

Suppose that the constant q is such that no horizontal line can 

Suppose that the constant q is such that no horizontal line can be tangent to the curve y = 2r+3qx?+6x+131 at any point. Then (a) q > -2 (b) q < 2 (c) -2 < q < 2 (d) q < -2 or q > 2 (e) none of these

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