Gray Mccoy
03/29/2023 · High School
Use the given information to make a good sketch of the function \( f(x) \) near \( x=6 \). \( f(6)=5, f^{\prime}(6)=1 \), inflection point at \( x=6, f^{\prime \prime}(x)>0 \) for \( x<6 \)
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Plot the point \( (6, 5) \). Draw a tangent line with a slope of 1 at this point. The function is concave up to the left of \( x=6 \) and continues to increase to the right.
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