determine the equation of the line tangent to the graph of y=9e^(3x^2)-4x at x=3 in the form y=mx+b has m= b=

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You need to remember what is the form of equation of the tangent line to the graph of the function, at the point x = 3, such that:

`y - f(3) = f'(3)(x - 3)`

You need to determine f(3) substituting 3 for x in equation of teh function such that:

`f(3) = 9e^(27)-12`

You need to...

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