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CalculusQ&A LibraryFinding an Equation of a Tangent Line In Exercisand 62, find equations of the two tangent lines to the grapApproximating a Derievaluate f(2) and f(2.1) andf that pass through the indicated point.62. f(x) = x261. f(x) = 4x- x267. f(x) = x(4 - xyуUsing theDerivative10(2, 5)864alternative fe3 45 6 784derivative at3+wwwe2y69. f(x) = x3 + 2x2 + 1,-6-4 -22 4 670. g(x) = x2 - x, c = 1-XRI,-3)-451 2 371. g(x) = x, c = 0fA 63. Graphical Reasoning Use aeach function and its tangent lines at x = -1, x =x =1. Based on the results, determine whether the slanetangent lines to the graph of a fanction at different valuesalways distinct.graphing utility to73. f(x) = (x - 6)2/3, cx75. h(x) = lx +7|, c =C1 2 3Determir77-80, dearedifferentia(b) g(x) =(a) f(x) xTY f(x)(x + 4)2/3a functionhow youHOW DO YOU SEE IT? The figuré showsthe graph of g'.64.functionExplain+talways-6-4-242+nmetricmetric79, f(r-6-4ob151Question

Asked Sep 23, 2019

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Let (a, *f*(a)) be a point on the curve f(x) = x2 . now find the slope of the curve at the...

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