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Assume that f(x) is everywhere continuous and it is given to you that f(2)- 7 and lim f(2 ) +7 x-2 = 8. It follows

Assume that f(x) is everywhere continuous and it is given to you that f(2)- 7 and lim f(2 ) +7 x-2 = 8. It follows that y= 127 is the equation of the tangent line to y =f(x) at the point (

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