Use a graphic calculator to evaluate algebraic expressions and functions given a value, and to create a graph given a function. Updated: 11/21/2023 Table of Contents Graphing Calculators Evaluating Functions on a Calculator Graphing Functions on a Calculator Lesson Summary Frequently Asked Questions...
Polar 2D R = F (Θ) functions: ——— Graph displays the following curves: 1. One or two R = F (Θ) functions. 2. Integral of the first function as a shade and a curve. Graph features: 1. Drawing is animated by Θ. 2. Clicking on the curves shows curve values, and finds clo...
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The graphing functions of Graphing Calculator 3D are very rich, including drawing 2D and 3D functions, implicit equations, parametric equations, variable sliders, 3D scatter points, generating value tables, high-precision calculations, 3D shadows and transparent effects, define recursive functions, etc....
Graph the following trigonometric equations and explain the process: a. y = \frac{1}{2}cos(2x - 3\pi) b.y = 2 - \frac{1}{2}csc(x - \frac{\pi}{3}) Use a graphing utility to graph the polar equation. Identify the graph. r=\frac{42}{2-3\;\textrm{sin}\;\theta} Us...
Graph functions, parametric, f(x,y) and polar equations and statistics plots: Full color graphs with touch to trace, pinch zoom, function minimum, maximum, intersections, asymptotes and numeric integration. Output graphs in high resolution PDF format for mailing or printing. Interactively explore ...
Graph functions, parametric, f(x,y) and polar equations and statistics plots: Full color graphs with touch to trace, pinch zoom, function minimum, maximum, intersections, asymptotes and numeric integration. Output graphs in high resolution PDF format for mailing or printing. Interactively explore fu...
If the graph of the function about an axis is the mirror-image of itself then we say that the graph is symmetrical about that axis. In polar function if {eq}f(r,-\theta) = f(r,\theta) {/eq} then the function is symmetrical about the x-axis,. ...
(theta) in the second line below. Use the “a” slider to move the point around the graph. (You may change the range for the “a” slider.) The table gives the values of the current function for the “special” angles. You may add other equations in the same form and graph them ...