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Step-by-step instructions on how to find the x and y intercepts of a graph using a ti-86 calculator. It covers the process of clearing previously stored functions, setting the viewing window, entering an equation, and using the 'root' and 'yicpt' functions to locate the intercepts.
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V. Zabrocki 08/26/
Intercepts are the points where a graph crosses either the x or y axis. So either the x coordinate or the y coordinate will be 0. If you want the x-intercept, y will be zero. If you want the y-intercept, let x equal 0.
Before you begin, clear all previously stored functions
Graph F1: Y= F4: DelF Enter
If any Plots have been stored, unselect them.
Arrow up and/or over to highlight the Plot F5: Select
Start by setting the viewing window
Graph F3: Zoom F4: ZStd
Enter an equation.
F1: Y= y 1 = 2 x + 1 Exit F5: Graph
(The x-intercept is also referred to as the root or zero of the equation)
More F1: Math F1: Root Left Bound?: - move cursor to the left of the x intercept using the left or right cursor arrows Enter Right Bound?: - move cursor to the right of the x intercept using the right arrow Enter Guess?: Move cursor close to the x-intercept. Enter
V. Zabrocki 08/26/
Coordinates of the x intercept are shown on the bottom of the screen (-.5,0) (If you get a number in scientific notation like 4E-14, that is a very small number and you can replace it with 0.)
Graph More F1: Math More F2: YIcpt Enter
Coordinates of the y intercept are shown on the bottom of the screen (0,1)