Question: f4) y = tan (4x) For Problems 5 and 6, evaluate the limits. (L'Hopital's Rule) 2-Vx+2 5) y = lim x->2 4-x2 6) y =

 \f4) y = tan (4x) For Problems 5 and 6, evaluatethe limits. (L'Hopital's Rule) 2-Vx+2 5) y = lim x->2 4-x2 6)y = lim (1 - !) x- +00Problem 7: Find and labelany critical points. Determine whether the critical points are max, min, or

neither. 7)y=x42x2+2 Problem 8: Sketch the curve. Identify clearly any interesting features,including local max and min points, inflection points, asymptotes, and intercepts (theobvious intercepts like I did in the videos). 8) y = x(6- 2x)2

\f4) y = tan (4x) For Problems 5 and 6, evaluate the limits. (L'Hopital's Rule) 2-Vx+2 5) y = lim x->2 4-x2 6) y = lim (1 - !) x- +00Problem 7: Find and label any critical points. Determine whether the critical points are max, min, or neither. 7)y=x42x2+2 Problem 8: Sketch the curve. Identify clearly any interesting features, including local max and min points, inflection points, asymptotes, and intercepts (the obvious intercepts like I did in the videos). 8) y = x(6 - 2x)2

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