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Hello,solve this please. f(x) = x^2 - ax. Find a if the tangent of f's graph is parallel with (d):y=x-2011 at M(1,f(1)). then found and the tangent's type.
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I'd start by thinking what is the geometric meaning of a derivative.
yep
f'(x) = 2x - a this equals the gradient of a tangent at some point on the graph of f(x) y = x - 2011 has a gradient of 1 so 2x-a = 1 so a = 2x-1 can u continue from here?
i think a must be 2011
why the point (1,f(1)) is given then ?
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