1D. DETAILS LARCALC11 2.2.062.M I. Determine the point(s) (if any) at which the graph of the function has a horizontal tangent line. [If the function has no horizontal tangent line, enter NONE.) y=x2+1 m=(:) DETAILS LAREALCH 2.2.055. Consider the given function and point. PIX) : 73x4 + 7x2 7 4, (1, u) [3) Find an equation ofthe tangent line to the graph of the function at the given point. y: (h) Use a graphing utility to graph the function and its tangent line at the point. Use the tangent feature of the graphing utility to conrm your results. 7 Y Y Y 4 4 Z 2- 6. DETAILS LARCALCH 2.2.1149. Find the derivative of the function. I{m}=r'i 3". DETAILS LARCALCH 2.2.1151]. Find the derivative of the function. t} = or\" at\" + 6 3. DETAILS LARCALCH 2.2.52.MI. Find the derivative of the function. 8 = 2 x) 135+ coax 3. DETAILS LARCALC11 2.2.027. Complete the table to find the derivative of the function. Original Function Rewrite Differentiate Simplify 6 7x4 X DETAILS LARCALC11 2.2.041. Find the derivative of the function. g(t) = +2 - g'(t) = 5 DETAILS LARCALC11 2.2.043. Find the derivative of the function. f ( x ) = x5 - 6x2+ 2 x2 f ' ( x ) =1. DETAILS LARCALC11 2.2.013. Use the rules of differentiation to find the derivative of the function. f ( x ) = Vx f ( x ) = 2. DETAILS LARCALC11 2.2.026. Use the rules of differentiation to find the derivative of the function. y = 5x* + 2 sin x