Find the relative extrema of the function, if they exist. 2) f(x) x3 3x+1 A) Relative maximum at (2, -3) B) Relative maximum at (0, 1); relative minimum at (2,-3) C) Relative maximum at (-2, -19); relative maximum at (0, 1) D) Relative minimum at (0, 1); relative maximum at (2,-3) 1 2) 3) f(x) = -8 x2+1 A) No relative extrema exist C) Relative maximum at (0,8) B) Relative maximum at (0, -8) D) Relative minimum at (0, -8) Identify the function's local and absolute extreme values, if any, saying where they occur. 4) h(x)= x-1 x2,5x+10 A) local minimum at x=-4; local maximum at x=5 B) local minimum at x=-3; local maximum at x=5 C) no local extrema D) local minimum at x=-3; no local maxima 5) f(x)=x+16x+128 A) absolute minimum: 8 at x=-8 B) absolute maximum: 8 at x=-8 C) relative minimum: 8 at x=-8; relative maximum: -8 at x=8 D) no local extrema 3) 4) 5)