{"id":27421,"date":"2023-11-05T09:45:28","date_gmt":"2023-11-05T02:45:28","guid":{"rendered":"https:\/\/xbookvn.com\/?post_type=lp_course&#038;p=27421"},"modified":"2025-11-07T09:10:29","modified_gmt":"2025-11-07T02:10:29","slug":"mo-phong-hinh-tron","status":"publish","type":"lp_course","link":"https:\/\/xbookvn.com\/en\/xbook\/mo-phong-hinh-tron\/","title":{"rendered":"Circle simulation"},"content":{"rendered":"<p data-start=\"137\" data-end=\"292\" class=\" translation-block\">\ud83c\udfaf <strong data-start=\"140\" data-end=\"195\">Circle simulation \u2013 When Geometry comes alive<\/strong><br data-start=\"195\" data-end=\"198\"><strong data-start=\"198\" data-end=\"219\">TUTBook\u2122 \u2013 xBook:<\/strong> Intuitive, interactive, and explore Geometry through virtual reality experience<\/p>\n<p data-start=\"294\" data-end=\"596\" class=\" translation-block\">The book <strong data-start=\"299\" data-end=\"323\">\u201cCircle simulation\u201d<\/strong> offers learners a completely new approach to the <strong data-start=\"382\" data-end=\"463\">concepts of circle, chord, tangent, and the relationship between circles<\/strong>.<br data-start=\"464\" data-end=\"467\">No longer dry formulas, all knowledge is <strong data-start=\"525\" data-end=\"574\">dynamically simulated, dragged \u2013 dropped \u2013 and directly observed<\/strong> right on the screen.<\/p>\n<p data-start=\"598\" data-end=\"923\" class=\" translation-block\">\ud83d\udd39 <strong data-start=\"601\" data-end=\"641\">Visualize every geometric concept<\/strong><br data-start=\"641\" data-end=\"644\">Learners are free to <strong data-start=\"667\" data-end=\"697\">drag the center, change the radius<\/strong>, and adjust the position of two circles to see <strong data-start=\"739\" data-end=\"800\">when they intersect, are externally tangent, or internally tangent<\/strong>.<br data-start=\"801\" data-end=\"804\">Every change comes with <strong data-start=\"828\" data-end=\"870\">automatic explanation and data display<\/strong>, helping to understand the nature of geometry instead of memorizing.<\/p>\n<p data-start=\"925\" data-end=\"980\" class=\" translation-block\">\ud83d\udd39 <strong data-start=\"928\" data-end=\"978\">Explore the relationship between circular elements<\/strong><\/p>\n<ul data-start=\"981\" data-end=\"1194\">\n<li data-start=\"981\" data-end=\"1036\">\n<p data-start=\"983\" data-end=\"1036\" class=\" translation-block\">Observe how the <strong data-start=\"997\" data-end=\"1009\">chord<\/strong> changes when dragging point P.<\/p>\n<\/li>\n<li data-start=\"1037\" data-end=\"1094\">\n<p data-start=\"1039\" data-end=\"1094\" class=\" translation-block\">Visually compare the <strong data-start=\"1047\" data-end=\"1077\">diameter and the largest chord<\/strong>.<\/p>\n<\/li>\n<li data-start=\"1095\" data-end=\"1194\">\n<p data-start=\"1097\" data-end=\"1194\" class=\" translation-block\">Practice determining the <strong data-start=\"1116\" data-end=\"1156\">relative position between two circles<\/strong> (intersecting \u2013 tangent \u2013 non-intersecting).<\/p>\n<\/li>\n<\/ul>\n<p data-start=\"1196\" data-end=\"1391\" class=\" translation-block\">\ud83d\udd39 <strong data-start=\"1199\" data-end=\"1245\">Control Panel \u2013 real-time interaction<\/strong><br data-start=\"1245\" data-end=\"1248\">Learners can directly input the center coordinates, radius, or adjust using sliders to create new scenarios.<br data-start=\"1357\" data-end=\"1360\">The system displays the status:<\/p>\n<blockquote data-start=\"1392\" data-end=\"1489\">\n<p data-start=\"1394\" data-end=\"1489\" class=\" translation-block\">\ud83d\udfe2 Two intersecting circles<br data-start=\"1420\" data-end=\"1423\">\ud83d\udfe3 Externally tangent<br data-start=\"1442\" data-end=\"1445\">\ud83d\udfe0 Internally tangent<br data-start=\"1464\" data-end=\"1467\">\ud83d\udd34 Non-intersecting<\/p>\n<\/blockquote>\n<p data-start=\"1491\" data-end=\"1786\" class=\" translation-block\">\ud83d\udd39 <strong data-start=\"1494\" data-end=\"1532\">Application in Teaching and Self-Study<\/strong><br data-start=\"1532\" data-end=\"1535\">The book supports both <strong data-start=\"1555\" data-end=\"1568\">teachers<\/strong> in projecting dynamic lectures, and <strong data-start=\"1611\" data-end=\"1623\">students<\/strong> in visual practice.<br data-start=\"1655\" data-end=\"1658\">Each section has an <strong data-start=\"1675\" data-end=\"1702\">automatic simulation mode<\/strong>, helping to illustrate definitions, formulas, and geometric rules more easily than ever.<\/p>\n<p data-start=\"1793\" data-end=\"1840\" class=\" translation-block\">\ud83d\udcd8 <strong data-start=\"1796\" data-end=\"1838\">Highlights of the \u201cCircle simulation\u201d:<\/strong><\/p>\n<ul data-start=\"1841\" data-end=\"2056\">\n<li data-start=\"1841\" data-end=\"1888\">\n<p data-start=\"1843\" data-end=\"1888\">Interactive 3D interface \u2013 direct drag and drop.<\/p>\n<\/li>\n<li data-start=\"1889\" data-end=\"1945\">\n<p data-start=\"1891\" data-end=\"1945\">Vivid explanation of the relationship between two circles.<\/p>\n<\/li>\n<li data-start=\"1946\" data-end=\"2000\">\n<p data-start=\"1948\" data-end=\"2000\">The data control panel helps students self-discover (or self-explore).<\/p>\n<\/li>\n<li data-start=\"2001\" data-end=\"2056\">\n<p data-start=\"2003\" data-end=\"2056\">Combine theory and simulation to understand deeply and remember longer.<\/p>\n<\/li>\n<\/ul>\n<p data-start=\"2063\" data-end=\"2222\" data-is-last-node=\"\" data-is-only-node=\"\" class=\" translation-block\">\ud83d\udcd7 <strong data-start=\"2066\" data-end=\"2077\">Subject:<\/strong> <em data-start=\"2078\" data-end=\"2124\">Mathematics \u2013 Geometry (Mathematics \/ Geometry)<\/em><br data-start=\"2124\" data-end=\"2127\">\ud83c\udff7\ufe0f <strong data-start=\"2131\" data-end=\"2149\">Published by:<\/strong> <em data-start=\"2150\" data-end=\"2222\" data-is-last-node=\"\">TUTBook\u2122 on the xBook platform \u2013 Learn visually, understand by discovery.<\/em><\/p>","protected":false},"excerpt":{"rendered":"<p>\ud83c\udfaf Circle simulation \u2013 When Geometry comes alive TUTBook\u2122 \u2013 xBook: Intuitive, interactive, and explore Geometry through virtual reality experience The \u201cCircle simulation\u201d book brings to learners \u2026 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