Find any local and absolute extreme values of the function on the gi f (x)=x'-6x²+9x+2, on [2,4] Local Max. Local Min.

An arrow was shot into the air. As the arrow moved d feethorizontally from the archer, assume that its height h, in feet, was approximated by the functionh(d) = −0.002d^2 + 0.7d + 6.3.Find the relative maximum of the function. Show that this is a maximum using the First DerivativeTest.

Find the exact location of all the local and absolute extrema for the function, Ax) = x - 6x- 10 with domain [-5, 10].

f(x)=x3-27x on [-4,4] absolute Min Absolute Max