בניית דלתון קמור וקעור
בניית דלתון קמור וקעור
[right][color=#000000][/color][b][color=#000000]בנית דלתון[/color][/b][color=#000000][/color][b][color=#000000]המשימה לקוחה מתוך "מתמטיקהמשולבת" לכיתה ט' [/color][/b][br][color=#000000][/color][color=#000000]עמ' 316 משימה 4 בניה של דלתון.[/color][br][color=#000000][/color][color=#000000][img 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[/img][/color][br][color=#000000][/color][color=#000000] [/color][br][color=#000000][/color][color=#000000] [/color][br][color=#000000][/color][color=#000000] [/color][br][color=#000000][/color][color=#000000]להלן תיאור הבניה:[/color][br][color=#000000][/color][color=#000000]מעתיקים את האלכסון המשני [/color][color=#000000](קטע [/color][color=#000000]a)[/color][br][color=#000000][/color][color=#000000]בונים אנך אמצעי לאלכסון המשני.[/color][br][color=#000000][/color][color=#000000]מסמנים נקודה על האנך ומעתיקים עליו קטע באורך b.[/color][br][color=#000000][/color][color=#000000]מסמנים את נקודות החיתוך של המעגל והאנך.[/color][br][color=#000000][/color][color=#000000]מחברים את הקודקודיים מהאלכסונים וקיבלנו דלתון.[/color][br][color=#000000][/color][color=#000000] [/color][br][color=#000000][/color][color=#000000]**אם נגרור את נקודה C [/color][color=#000000] [/color][color=#000000]נקבל דלתונים רבים המתאימים לנתונים.[/color][br][color=#000000][/color][color=#000000]במשימה זו התלמידים מתבססים על המשפט "מרובע שאלכסוניו מאונכיםזה לזה ואחד מהם חוצה את השני הוא דלתון.[/color][br][color=#000000][/color][br][/right]