חידות חשיבה חזותית אתר החידות של ישראל, בהנהלת ד"ר אביקם גזית, מציג חידות ברמות קושי שונות. החידות מחולקות לחידות מתמטיות, חידות לוגיקה, חידות אינטואיטיביות, חידות חשיבה חזותית, וחידות של אישים מפורסמים. ניתן לראות גם פתרונות ורמזים https://chidot.co.il/2010-10-24-02-00-52 2024-05-05T04:13:54+03:00 חידות - אתר החידות של ישראל avikamgazit@gmail.com Joomla! - Open Source Content Management מה היה מיוחד בשבת ה-14 לחודש ה-3??? 2015-03-15T20:58:57+02:00 2015-03-15T20:58:57+02:00 https://chidot.co.il/2010-10-24-02-00-52/2010-11-03-22-16-57/424--14-3 אביקם גזית avikamgazit@gmail.com <p style="text-align: right;"><img style="float: left;" src="https://chidot.co.il/images/image022.jpg" alt="image022" width="224" height="150" /></p> <p style="text-align: right;">מה המיוחד בתאריך של שבת</p> <p style="text-align: right;">14 לחודש ה-3 שנת 15 (של המאה העשרים ואחת)?</p> <p style="text-align: right;"><img style="float: left;" src="images/image022.jpg" alt="image022" width="224" height="150" /></p> <p style="text-align: right;">מה המיוחד בתאריך של שבת</p> <p style="text-align: right;">14 לחודש ה-3 שנת 15 (של המאה העשרים ואחת)?</p> החלפת מקומות בדהירה 2013-09-28T10:53:15+03:00 2013-09-28T10:53:15+03:00 https://chidot.co.il/2010-10-24-02-00-52/2010-11-03-22-16-57/397-2013-09-28-08-01-43 אביקם גזית avikamgazit@gmail.com <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="chess" src="https://chidot.co.il/images/stories/pictures/chess.png" height="150" width="154" />לפניכם שני פרשים לבנים ושני פרשים שחורים.</p> <p>יש להחליף את מקומם במסעי פרש של שחמט כך</p> <p>שהפרשים הלבנים יעמדו במקום השחורים והשחורים במקום הלבנים</p> <p> </p> <p> </p> <p> <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="chess" src="images/stories/pictures/chess.png" height="150" width="154" />לפניכם שני פרשים לבנים ושני פרשים שחורים.</p> <p>יש להחליף את מקומם במסעי פרש של שחמט כך</p> <p>שהפרשים הלבנים יעמדו במקום השחורים והשחורים במקום הלבנים</p> <p> </p> <p> </p> <p> מהי האות הבאה? 2013-05-26T23:47:01+03:00 2013-05-26T23:47:01+03:00 https://chidot.co.il/2010-10-24-02-00-52/2010-11-03-22-16-57/380-2013-05-26-20-53-54 אביקם גזית avikamgazit@gmail.com <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="stock-photo-19449265-hello-in-different-languages" src="https://chidot.co.il/images/stories/fruit/stock-photo-19449265-hello-in-different-languages.jpg" height="83" width="125" />לפניך סדרת אותיות: .Q, W, E, R,T ,Y</p> <p>מהי האות הבאה אחרי Y?</p> <p> </p> <p> </p> <p> </p> <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="stock-photo-19449265-hello-in-different-languages" src="images/stories/fruit/stock-photo-19449265-hello-in-different-languages.jpg" height="83" width="125" />לפניך סדרת אותיות: .Q, W, E, R,T ,Y</p> <p>מהי האות הבאה אחרי Y?</p> <p> </p> <p> </p> <p> </p> כמה עקבות??? 2013-05-09T23:49:41+03:00 2013-05-09T23:49:41+03:00 https://chidot.co.il/2010-10-24-02-00-52/2010-11-03-22-16-57/365-2013-05-09-20-53-25 אביקם גזית avikamgazit@gmail.com <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="stock-photo-2164939-highland-cow" src="https://chidot.co.il/images/stories/fruit/stock-photo-2164939-highland-cow.jpg" height="67" width="100" />שור חורש בשדה.</p> <p>כמה עקבות הוא מותיר בתלם האחרון?</p> <p> </p> <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="stock-photo-2164939-highland-cow" src="images/stories/fruit/stock-photo-2164939-highland-cow.jpg" height="67" width="100" />שור חורש בשדה.</p> <p>כמה עקבות הוא מותיר בתלם האחרון?</p> <p> </p> מרכז מעגל בלי מחוגה 2013-04-29T23:51:42+03:00 2013-04-29T23:51:42+03:00 https://chidot.co.il/2010-10-24-02-00-52/2010-11-03-22-16-57/359-2013-04-29-20-54-57 אביקם גזית avikamgazit@gmail.com <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="stock-photo-18439199-hose" src="https://chidot.co.il/images/stories/fruit/stock-photo-18439199-hose.jpg" height="99" width="125" />כיצד אפשר למצוא&nbsp; מרכז מעגל באמצעות סרגל-משולש ישר זווית ועיפרון?</p> <p> </p> <p> </p> <p> </p> <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="stock-photo-18439199-hose" src="images/stories/fruit/stock-photo-18439199-hose.jpg" height="99" width="125" />כיצד אפשר למצוא&nbsp; מרכז מעגל באמצעות סרגל-משולש ישר זווית ועיפרון?</p> <p> </p> <p> </p> <p> </p> מריבוע אחד יוצאים שניים... 2013-04-18T23:41:38+03:00 2013-04-18T23:41:38+03:00 https://chidot.co.il/2010-10-24-02-00-52/2010-11-03-22-16-57/349-2013-04-18-20-49-43 אביקם גזית avikamgazit@gmail.com <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="1245392_floral_photo_frame_-_button_3" src="https://chidot.co.il/images/stories/fruit/1245392_floral_photo_frame_-_button_3.jpg" height="100" width="150" />זוהי חידה עתיקה המיוחסת לבבלים מתקופת 1800 לפנה"ס בערך:</p> <p>יש למצוא שני ריבועים שסכום שטחיהם שווה ל 1000 יחידות שטח.</p> <p>צלע של ריבוע אחד קטנה פי שניים משני שלישים הצלע של הריבוע האחר.</p> <p>מהן צלעות?</p> <p> </p> <p> <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="1245392_floral_photo_frame_-_button_3" src="images/stories/fruit/1245392_floral_photo_frame_-_button_3.jpg" height="100" width="150" />זוהי חידה עתיקה המיוחסת לבבלים מתקופת 1800 לפנה"ס בערך:</p> <p>יש למצוא שני ריבועים שסכום שטחיהם שווה ל 1000 יחידות שטח.</p> <p>צלע של ריבוע אחד קטנה פי שניים משני שלישים הצלע של הריבוע האחר.</p> <p>מהן צלעות?</p> <p> </p> <p> ירידה לצורך עליה ברגל... 2013-04-07T23:13:53+03:00 2013-04-07T23:13:53+03:00 https://chidot.co.il/2010-10-24-02-00-52/2010-11-03-22-16-57/339-2013-04-07-20-31-20 אביקם גזית avikamgazit@gmail.com <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="1407683_two_towers" src="https://chidot.co.il/images/stories/fruit/1407683_two_towers.jpg" width="125" height="188" />איתן יוצא בבוקר מדירת הגג בבניין רם קומות ויורד במעלית לקומת הקרקע.</p> <p>הוא עולה על אוטובוס המסיע אותו למחוז חפצו וחוזר לאחר מכן באותו הקוו לביתו.</p> <p>שם הוא נכנס למעלית, עולה לקומה השביעית ומשם ממשיך לעלות במדרגות עד לדירתו.</p> <p>מדוע הוא עושה זאת אם לקחת בחשבון שאיתן בריא ולא זקוק לאימוני כושר לחיזוק הרגלים?</p> <p> </p> <p> </p> <p> </p> <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="1407683_two_towers" src="images/stories/fruit/1407683_two_towers.jpg" width="125" height="188" />איתן יוצא בבוקר מדירת הגג בבניין רם קומות ויורד במעלית לקומת הקרקע.</p> <p>הוא עולה על אוטובוס המסיע אותו למחוז חפצו וחוזר לאחר מכן באותו הקוו לביתו.</p> <p>שם הוא נכנס למעלית, עולה לקומה השביעית ומשם ממשיך לעלות במדרגות עד לדירתו.</p> <p>מדוע הוא עושה זאת אם לקחת בחשבון שאיתן בריא ולא זקוק לאימוני כושר לחיזוק הרגלים?</p> <p> </p> <p> </p> <p> </p> לאיזה כיוון נוסע? 2013-03-26T20:19:45+02:00 2013-03-26T20:19:45+02:00 https://chidot.co.il/2010-10-24-02-00-52/2010-11-03-22-16-57/330-2013-03-26-18-25-16 אביקם גזית avikamgazit@gmail.com <p><img 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" /></p> <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="red_bus" src="https://chidot.co.il/images/stories/fruit/red_bus.jpg" width="200" height="140" />לאיזה כיוון נוסע האוטובוס: לימין או לשמאל?</p> <p> </p> <p> </p> <p> </p> <p> </p> <p><img src="data:image/png;base64,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" /></p> <p><img style="margin-left: 10px; margin-right: 10px; float: right;" alt="red_bus" src="images/stories/fruit/red_bus.jpg" width="200" height="140" />לאיזה כיוון נוסע האוטובוס: לימין או לשמאל?</p> <p> </p> <p> </p> <p> </p> <p> </p> תרגילים ברומית.... 2012-05-24T23:52:51+03:00 2012-05-24T23:52:51+03:00 https://chidot.co.il/2010-10-24-02-00-52/2010-11-03-22-16-57/298-2012-05-24-21-01-05 אביקם גזית avikamgazit@gmail.com <p><img src="https://chidot.co.il/images/stories/pictures/14-05-2012_15-21-04_1.jpg" width="179" height="150" alt="14-05-2012_15-21-04_1" style="float: left; margin-right: 10px; margin-left: 10px;" />לפניכם שלושה תרגילים שגויים כתובים בספרות רומיות.</p> <p>יש להעביר גפרור אחד בלבד למקום אחר בתרגיל כדי לקבל &nbsp;תרגיל נכון.</p> <p>(אי אפשר להניח גפרור על גפרור או לשבור גפרור)</p> <p> </p> <p> </p> <p> </p> <p> </p> <p><img src="images/stories/pictures/14-05-2012_15-21-04_1.jpg" width="179" height="150" alt="14-05-2012_15-21-04_1" style="float: left; margin-right: 10px; margin-left: 10px;" />לפניכם שלושה תרגילים שגויים כתובים בספרות רומיות.</p> <p>יש להעביר גפרור אחד בלבד למקום אחר בתרגיל כדי לקבל &nbsp;תרגיל נכון.</p> <p>(אי אפשר להניח גפרור על גפרור או לשבור גפרור)</p> <p> </p> <p> </p> <p> </p> <p> </p> לפחות הזוויות ישרות.... 2012-01-07T10:10:46+02:00 2012-01-07T10:10:46+02:00 https://chidot.co.il/2010-10-24-02-00-52/2010-11-03-22-16-57/258-2012-01-07-08-19-52 אביקם גזית avikamgazit@gmail.com <p><img height="200" width="250" src="https://chidot.co.il/images/stories/pictures/_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy.jpg" alt="_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy" style="float: left; margin-left: 10px; margin-right: 10px;" />כמה פעמים ביממה (24 שעות) יוצרים מחוגי השעון זווית ישרה (90 מעלות) ביניהם?</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p><img height="200" width="250" src="images/stories/pictures/_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy.jpg" alt="_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy_copy" style="float: left; margin-left: 10px; margin-right: 10px;" />כמה פעמים ביממה (24 שעות) יוצרים מחוגי השעון זווית ישרה (90 מעלות) ביניהם?</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> להוציא את הלכלוך... 2011-10-30T19:18:44+02:00 2011-10-30T19:18:44+02:00 https://chidot.co.il/2010-10-24-02-00-52/2010-11-03-22-16-57/249-2011-10-30-18-09-16 אביקם גזית avikamgazit@gmail.com <p><img height="200" width="267" src="https://chidot.co.il/images/stories/pictures/dirit111.jpg" alt="dirit111" style="float: left; margin-left: 10px; margin-right: 10px;" />לפניכם יעה-כף לאיסוף אשפה, המורכבת מארבעה גפרורים כפי שמראה הציור ובתוכה גוש שחור של לכלוך:</p> <p>עליכם להזיז שני גפרורים מתוך הארבעה כך שגוש הלכלוך השחור יהיה מחוץ ליעה!</p> <p> </p> <p> </p> <p> </p> <p /> <p><img height="200" width="267" src="images/stories/pictures/dirit111.jpg" alt="dirit111" style="float: left; margin-left: 10px; margin-right: 10px;" />לפניכם יעה-כף לאיסוף אשפה, המורכבת מארבעה גפרורים כפי שמראה הציור ובתוכה גוש שחור של לכלוך:</p> <p>עליכם להזיז שני גפרורים מתוך הארבעה כך שגוש הלכלוך השחור יהיה מחוץ ליעה!</p> <p> </p> <p> </p> <p> </p> <p />