Consider the following. y = 6x^4 − 5x − 1/4 − x^2
A)Find the value of y when x = 1.
y(1) =
B Find dy/dx .
dy/dx =
C Find the exact value of dy/dx when x = 1.
dy/dx =
D Write the equation of the tangent line to the graph of y = 6x4 − 5x − 1 4 − x2 at x = 1. Check the reasonableness of your answer by graphing both the function and the tangent line.
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