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##### Graphic Calculator

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**Graphic Calculator**Day 3**Introduction**Familiarize yourself with the graphing calculators and its features**Basic Skill: Correct Mode**Press the ‘MODE’ button**Windows Dimension**Press ‘WINDOW’ button Select Maximum and Minimum x- and y- values**Y= Key**Press the ‘Y=’ button Write functions to create pictures Use your mathematical knowledge You can use up to 10 equations on the ‘Y=’ screen**Restricting domain**Sometimes you may only require to graph a portion of the domain E.g. The function is y=x2 – 5 but it is only graphed for x≥1**Restricting domain**Function Domain Type in the function in the parentheses, and divide the function by the restriction in the parentheses E.g. y=(x2 – 5)/{x≥1} The ≥ and ≤ symbols are found by hitting ‘2nd’ + ‘MATH’**GC Ex. 1**McDonald’s Sign**How many curves do you need?**4 Curves**y**4 x −2 0 Step 1 - Equations 0 What is the equation of this curve? y = - (x+2)2 + 8**Step 1 - Equations**Find the equations & domains of ALL 4 curves and draw your McDonald’s sign To help you, here are the WINDOW setting:**Step 2 - Turn off the axis**‘2nd’ + ‘ZOOM’ (‘FORMAT’)**Step 3 - Shading**‘2nd’ + ‘PRGM’ (‘DRAW’) 7: Shade(Y3 ,Y1) Y1: bottom Y equation, Y3: top Y equation Press ‘VARS’, move to ‘Y-VARS’ menu Press 1: Function Choose the equation**Step 4: Enter text**‘2nd’ + ‘PGRM’ (‘Draw’) 0: TEXT (ALPHA followed by letters)**Step 5: Storing picture**‘2nd’ + ‘PGRM’ (‘DRAW’) Use the arrow key to move to ‘STO’ menu 1: StorePic Key in a number from 1 to 9 Press Enter**Step 6: Recalling picture**‘2nd’ + ‘PRGM’ (‘DRAW’) Use the arrow key to move to ‘STO’ menu 2: RecallPic Key in the number where you store it Press Enter**GC Ex. 1**Macdonald’s Logo**GC Ex 2**Try it on your own…**Tips**To restrict domain on both sides Use the ‘and’ function ‘2nd’ + ‘MATH’ (‘TEST’) Use your arrow key to move to ‘LOGIC’ menu 1: and E.g. -(X + 2)2 + 8/(X≥0) and (X≤10)**Tips**To draw the Sun Equation of the circle: X2 + Y2 = r2**Drawing a straight vertical line**Vertical lines cannot be graphed in function mode However, a very steep line can be produced What is y=x? Now, what is y=50x? …