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- F^’(x)5 or -60 if x0 if x7 ; F^’’(x)Logarithmic Differentiation Differentiate each function using logarithmic differentiation. *-3 1) y = 2) y = 4x 6x- 3x 3) y = (-5x* - 7)(-3x + 5x) 4) y = 7x* 5) y = -5x* 6) y = (-2x + 7x + 6) (2x - 7x - 3)If the slope of the tangent at any point of a function f passing through the point (2,-2) Is e^(- x+2), then what is the equation of the function f in question?
- If you graph the function f(x)=(1-e^(1/x))/(1+e^(1/x)), you'll see that f appears to be an odd function. Prove it I think the function is neither odd nor even but I don't know how to prove itAn equation of the line tangent to the graph of f(x)= (4x^2-8x+3)^4 at the point where x=1 is: A.y-81=384(x-1) B.x=1 C.y=1 D.y-1=3.37497(x-1) E.y=5(x-1)Shif F(x) left by 1 unit x^2-8/ x+2