Question: If $2y 4 + 4y 2:1: = 0 then nd the equations of all tangent lines to the cute when y = 2. The function

 If $2y 4 + 4y 2:1: = 0 then nd theequations of all tangent lines to the cute when y = 2.

The function f is defined by f(x) = 2x3+ x2 + 6xand the point (-1, -7) is on the graph of f. If

If $2y 4 + 4y 2:1: = 0 then nd the equations of all tangent lines to the cute when y = 2. The function f is defined by f(x) = 2x3+ x2 + 6x and the point (-1, -7) is on the graph of f. If g is the inverse function of f, what is the value of g' (-7)

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