how to find the relative maximum on a graphing calculator
{"Image DocumentName": "Graph: f(x) = x4 \u2013 x3 \u2013 4x2 + 1Answer these questions based on the graph. Find the relative maximum & the x-coordinate at which it occurs.", "Image ImageDescription": "Find the relative minima & the x-coordinate at which each occurs. State the Domain . State the Range. 5) How many REAL zeros exist? How many imaginary? 6) State the consecutive integer values of x between which each real zero is located. Find the actual real zero(s) rounding to nearest hundredth as necessary. Describe the end behaviors of the graph . 9) State the interval(s) over which the function is increasing/decreasing. 1 at x = at x = & at x = All REAL Numbers. {y|y \u2265 -7.31} 4. Between: -2 & -1; -1 & 0; 0 & 1; 2 & , -.57, .49, x \u2192 + \u221e, f(x) \u2192 + \u221e; x \u2192 - \u221e, f(x) \u2192 + \u221e Decreasing: x < -1.09; 0 < x < 1.84; Increasing: < x < 0; x > 1.84.", "Image XResolution": "37", "Image YResolution": "37", "Image ResolutionUnit": "Pixels/Centimeter", "Image Software": "SlidePlayer", "Image YCbCrPositioning": "Centered"}