משולש שווה שוקיים

[right][color=#000000].בפעילות זו נלמד על תכונותיו של משולש מיוחד: משולש שווה שוקיים[br][br] תחילה להלן אנימציה שאיתה בונים משולש שווה שוקיים ובה מודגשים תכונותיו (בתום הפעילות תוכלו לבנות [br](...אנימציה דומה לזו משלכם[br][br]. באיטיות ליצירת משולש שווה שוקיים (slider הזיזו את"כפתור הגלישה" (ה [br][/color][color=#000000][br]:הערות[br] ניתן להזיז את הנקודות הלבנות כרצונכם[br][/color]ניתן לצפות בסרטון אילם של בניית המשולש בסוף הפעילות הזו[/right]
[right][/right][right][img]data:image/png;base64,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[/img][/right]
.האם תוכלו לסווג את המשולש הזה על פי צלעותיו? נמקו את תשובתכם
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[/img][/right]
האם הבחנתם תכונות מיוחדות? (השתמשו שוב בהזזתם של 4 הנקודות בבנייתכם כדי לבסס את תצפיותיכם)
בניית משולש שווה שוקיים - הוראות המשך
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[/img][/right]
בחרו את המשפט הנכון
בחרו את המשפט/ים הנכון/נים
?האם תוכלו להשתמש בתכונות משולש שווה השוקיים כדי להסיק מה גודלן של שלושת הזוויות במשולש שווה צלעות
[right].הזז את קודקודים במשולש והבחן בין השוקיים לעומת הבסיס[br]. שים לב לכך שאין חשיבות למיקום הצלעות (למעלה, למטה, בצד ימין, בצד שמאל) אלא לתכונותיהן[/right]
שמות הצלעות והזוויות של משולש שווה שוקיים
?משולשים שווי שוקיים בטבע. האם תוכלו למצוא משולשים שווי שוקיים משלכם
?מוכנים לשאלה מאתגרת
[right].צפו בסרטון הבא (כדאי לצפות בתחילתו בלבד ולעצור ובמקרה הצורך להתקדם כדי לקבל רמזים לפתרון)[br]השתמשו בתכונותיו של משולש שווה השוקיים ובסכום הסזוויות במשולש וחשבו את ערכה[br].x של זווית[/right]
בניית משולש שווה שוקיים מתוך מעגל - סרטון אילם
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Information: משולש שווה שוקיים