Quiz_6n_CLS(OL).doc Mar 29'22 N- NAME Date: (last, first) (Above and below. N is your number in the class list.) [1] 6C_

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Quiz_6n_CLS(OL).doc Mar 29'22 N- NAME Date: (last, first) (Above and below. N is your number in the class list.) [1] 6C_

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Quiz 6n Cls Ol Doc Mar 29 22 N Name Date Last First Above And Below N Is Your Number In The Class List 1 6c 1
Quiz 6n Cls Ol Doc Mar 29 22 N Name Date Last First Above And Below N Is Your Number In The Class List 1 6c 1 (25.36 KiB) Viewed 22 times
Quiz_6n_CLS(OL).doc Mar 29'22 N- NAME Date: (last, first) (Above and below. N is your number in the class list.) [1] 6C_Derivatives(OL).doc [2] 8C_Derivatives of a power function.doc [3] Problem set_30 (derivatives of power and polynomial functions)_sol.doc Read attentively the files [1] - [3]. Then find the equation of a tangent line to the graph of a polynomial function f(x) = PN+2(x) = 10x8+2 - 5x^*+2x+N at the point xı -1. Solution. For N- the given function becomes f(x) = Its first derivative f'(x) = At the point x; = 1 the values of the first derivative and the function itself are as follows. f(x1= 1) = f(x) = 1) = → → The asked for equation y-f(x)) = f(xi)*(x - Xi)
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