{"id":1513,"date":"2021-10-05T11:36:55","date_gmt":"2021-10-05T11:36:55","guid":{"rendered":"https:\/\/webmockup.in\/virtualize\/?page_id=1513"},"modified":"2021-10-05T11:36:55","modified_gmt":"2021-10-05T11:36:55","slug":"geometry","status":"publish","type":"page","link":"https:\/\/virtualize.org.in\/index.php\/geometry\/","title":{"rendered":"Geometry"},"content":{"rendered":"<p>[vc_row disable_element=&#8221;yes&#8221; css=&#8221;.vc_custom_1633322718735{margin-top: 200px !important;padding-right: 100px !important;padding-left: 100px !important;}&#8221;][vc_column width=&#8221;2\/3&#8243;][vc_custom_heading text=&#8221;Mel Science VR&#8221; font_container=&#8221;tag:h1|text_align:left&#8221; use_theme_fonts=&#8221;yes&#8221;][vc_column_text css=&#8221;.vc_custom_1631940688661{margin-top: 0px !important;margin-right: 0px !important;margin-bottom: 0px !important;margin-left: 0px !important;border-top-width: 0px !important;border-right-width: 0px !important;border-bottom-width: 0px !important;border-left-width: 0px !important;padding-top: 0px !important;padding-right: 0px !important;padding-bottom: 0px !important;padding-left: 0px !important;}&#8221;]Mel Chem offers a comprehensive VR library of complex chemistry concepts in an easy to understand virtual content format. The Chemistry VR lessons from Mel Science is quite beneficial for students. Up until now, students were able to see atoms, molecules, and the bonding between them only in textbooks and on blackboards. But now they can see them in the virtual world and also figure out how they are arranged in different elements such as in salt, graphite, and diamond.<\/p>\n<p>Once students start experiencing the smallest to biggest parts of matter through virtual screens, they will be more interested in going deeper into the subject and learn concepts wholeheartedly. As of now, we have seen a 97-99% increment in the interest of students by learning using modern immersive technologies.<br \/>\n[\/vc_column_text][\/vc_column][vc_column width=&#8221;1\/3&#8243;][vc_single_image image=&#8221;1453&#8243; img_size=&#8221;full&#8221; css=&#8221;.vc_custom_1633082245173{margin-top: 0px !important;margin-right: 0px !important;margin-bottom: 0px !important;margin-left: 0px !important;border-top-width: 0px !important;border-right-width: 0px !important;border-bottom-width: 0px !important;border-left-width: 0px !important;padding-top: 0px !important;padding-right: 0px !important;padding-bottom: 0px !important;padding-left: 0px !important;}&#8221;][\/vc_column][\/vc_row][vc_row disable_element=&#8221;yes&#8221;][vc_column]    <!-- Start Services Single \r\n    ============================================= -->\r\n    <div class=\"services-single-area default-padding faq-area\">\r\n        <div class=\"container\">\r\n            <div class=\"row\">\r\n                <!-- Services Content -->\r\n                <div class=\"col-lg-8 services-content\">\r\n                    <div class=\"row\">\r\n                        <div class=\"col-lg-6\"><h2><\/h2>\r\n        <p><\/p><\/div>\r\n                        <div class=\"col-lg-6\">\r\n                            <p>\r\n                                \r\n                            <\/p>\r\n                        <\/div>\r\n                        <\/div><div class=\"faq-content\">\r\n                        <div class=\"accordion\" id=\"accordionExample\"><\/div>\r\n                    <\/div>\r\n                <\/div>\r\n                <!-- End Services Content -->[\/vc_column][\/vc_row][vc_row css=&#8221;.vc_custom_1633323459774{margin-top: 200px !important;padding-right: 100px !important;padding-left: 100px !important;}&#8221;][vc_column][vc_row_inner][vc_column_inner][vc_column_text]<\/p>\n<h3><strong>Geometry :<\/strong><\/h3>\n<p>[\/vc_column_text][\/vc_column_inner][\/vc_row_inner][vc_row_inner][vc_column_inner width=&#8221;1\/2&#8243;][vc_column_text]Angle &#8211; Addition<br \/>\nAngle &#8211; Bisector<br \/>\nAngle &#8211; Corresponding and Alternate Angles<br \/>\nAngle &#8211; Orientation<br \/>\nAngle &#8211; Subtraction \u03b1 \u2264 \u03b2<br \/>\nAngle &#8211; Supplementary Angles<br \/>\nAngle &#8211; Vertical Angles<br \/>\nAngle 60\u00ba &#8211; Construction<br \/>\nAxis of a Line Segment &#8211; Construction<br \/>\nBisector of a Line Segment &#8211; Construction<br \/>\nCircle &#8211; Description<br \/>\nCone &#8211; Cross Sections<br \/>\nCone &#8211; Description<br \/>\nCone &#8211; Projection<br \/>\nCone &#8211; Section Curves<br \/>\nCone &#8211; Types<br \/>\nCube &#8211; Cross Sections<br \/>\nCube &#8211; Description<br \/>\nCube &#8211; Edges<br \/>\nCube &#8211; Papercut 1<br \/>\nCube &#8211; Projection<br \/>\nCube &#8211; Sliceforms<br \/>\nCube &#8211; Volume<br \/>\nCuboctahedron &#8211; Papercut<br \/>\nCuboid &#8211; Cross Sections<br \/>\nCuboid &#8211; Description<br \/>\nCuboid &#8211; Edges<br \/>\nCuboid &#8211; Papercut<br \/>\nCuboid &#8211; Vertices<br \/>\nCylinder &#8211; Cross Sections<br \/>\nCylinder &#8211; Description<br \/>\nCylinder &#8211; Projection<br \/>\nCylinder &#8211; Sliceform<br \/>\nCylinder &#8211; Types<br \/>\nDodecahedron &#8211; Decomposition 2D Net<br \/>\nDodecahedron &#8211; Diagonals<br \/>\nDodecahedron &#8211; Faces<br \/>\nDodecahedron &#8211; Projection<br \/>\nDodecahedron &#8211; Vertices<br \/>\nDrop &#8211; Sliceform<br \/>\nEquilateral Triangle, Circumscribed Circle &#8211; Construction<br \/>\nGreat Icosahedron &#8211; Description<br \/>\nHemisphere &#8211; Sliceform<br \/>\nHyperbolic Paraboloid &#8211; Sliceform<br \/>\nIcosahedron &#8211; Crosssections<br \/>\nIcosahedron &#8211; Description<br \/>\nIcosahedron &#8211; Edges<br \/>\nIcosahedron &#8211; Papercut<br \/>\nIcosahedron &#8211; Vertices<br \/>\nIcosidodecahedron &#8211; Papercut<br \/>\nLine &#8211; Position<br \/>\nMidpoint of a Line Segment &#8211; Construction<br \/>\nOctahedron &#8211; Cross Sections<br \/>\nOctahedron &#8211; Description<br \/>\nOctahedron &#8211; Edges<br \/>\nOctahedron &#8211; Papercut<br \/>\nOctahedron &#8211; Projection<br \/>\nOctahedron vs. Cube<br \/>\nPrism &#8211; Basic Stereometry<br \/>\nPrism &#8211; Types<br \/>\nPyramid &#8211; Cross Sections<br \/>\nPyramid &#8211; Description<br \/>\nPyramid &#8211; Edges<br \/>\nPyramid &#8211; Papercut<br \/>\nPyramid &#8211; Real Life<br \/>\nPyramid &#8211; Types<br \/>\nRectangle &#8211; Circumscribed Circle<br \/>\nRectangle, Side a, Diagonal u &#8211; Construction<br \/>\nRhombicosidodecahedron &#8211; Description<br \/>\nRhombicuboctahedron &#8211; Description<br \/>\nRight Angle &#8211; Construction<br \/>\nSmall Stellated Dodecahedron &#8211; Description<br \/>\nSnub Cube &#8211; Papercut<br \/>\nSnub Dodecahedron &#8211; Papercut<br \/>\nSphere &#8211; Cross Sections<br \/>\nSphere &#8211; Papercut Planets<br \/>\nSphere &#8211; Sliceform<br \/>\nSpherical Cap &#8211; Description<br \/>\nSquare &#8211; Circumscribed, Inscribed Circle<br \/>\nSquare &#8211; Square Meter<br \/>\nSquare, side a, diagonal u &#8211; Construction<br \/>\nTetrahedron &#8211; Decomposition 2D Net<br \/>\nTetrahedron &#8211; Duality<br \/>\nTetrahedron &#8211; Faces<br \/>\nTetrahedron &#8211; Projection<br \/>\nTorus &#8211; Sliceform<br \/>\nTriangle &#8211; Description<br \/>\nTriangle &#8211; Medial Triangle<br \/>\nTriangle &#8211; Pythagorean Theorem<br \/>\nTriangle a, b, c &#8211; Construction<br \/>\nTriangle Acute &#8211; Altitudes<br \/>\nTriangle c, \u03b1, \u03b2 &#8211; Construction<br \/>\nTriangle Right &#8211; Altitudes<br \/>\nTriangle with Inscribed Circle &#8211; Construction<br \/>\nTruncated Cube &#8211; Papercut<br \/>\nTruncated Cuboctahedron &#8211; Papercut<br \/>\nTruncated Dodecahedron &#8211; Papercut<br \/>\nTruncated Icosahedron &#8211; Papercut<br \/>\nTruncated Icosidodecahedron &#8211; Papercut<br \/>\nTruncated Octahedron &#8211; Papercut<br \/>\nTruncated Tetrahedron &#8211; Sliceform[\/vc_column_text][\/vc_column_inner][vc_column_inner width=&#8221;1\/2&#8243;][vc_column_text]Angle &#8211; Adjacent Angles<br \/>\nAngle &#8211; Complementary Angles<br \/>\nAngle &#8211; Description<br \/>\nAngle &#8211; Size<br \/>\nAngle &#8211; Subtraction \u03b1 \u2265 \u03b2<br \/>\nAngle &#8211; Types<br \/>\nAngle 45\u00ba &#8211; Construction<br \/>\nArchimedian Solids &#8211; Types<br \/>\nAxis of an Angle &#8211; Construction<br \/>\nBlack Hole &#8211; Sliceform<br \/>\nCone &#8211; basic stereometry<br \/>\nCone &#8211; Decomposition 2D Net<br \/>\nCone &#8211; Papercut<br \/>\nCone &#8211; Real Life<br \/>\nCone &#8211; Sliceform<br \/>\nConic Sections &#8211; Description<br \/>\nCube &#8211; Decomposition 2D Net<br \/>\nCube &#8211; Diagonals<br \/>\nCube &#8211; Faces<br \/>\nCube &#8211; Papercut 2<br \/>\nCube &#8211; Real Life<br \/>\nCube &#8211; Vertices<br \/>\nCuboctahedron &#8211; Description<br \/>\nCuboctahedron &#8211; Sliceform<br \/>\nCuboid &#8211; Decomposition 2D Net<br \/>\nCuboid &#8211; Diagonals<br \/>\nCuboid &#8211; Faces<br \/>\nCuboid &#8211; Projection<br \/>\nCuboid &#8211; Volume<br \/>\nCylinder &#8211; Decomposition 2D Net<br \/>\nCylinder &#8211; Papercut<br \/>\nCylinder &#8211; Real Life<br \/>\nCylinder &#8211; Stereometry<br \/>\nDodecahedron &#8211; Cross Sections<br \/>\nDodecahedron &#8211; Description<br \/>\nDodecahedron &#8211; Edges<br \/>\nDodecahedron &#8211; Papercut<br \/>\nDodecahedron &#8211; Sliceform<br \/>\nDodecahedron and Icosahedron Duality<br \/>\nElipsoid &#8211; Sliceform<br \/>\nGreat Dodecahedron &#8211; Description<br \/>\nGreat Stellated Dodecahedron &#8211; Description<br \/>\nHollow Sphere &#8211; Sliceform<br \/>\nHyperboloid &#8211; Sliceform<br \/>\nIcosahedron &#8211; Decomposition 2D Net<br \/>\nIcosahedron &#8211; Diagonals<br \/>\nIcosahedron &#8211; Faces<br \/>\nIcosahedron &#8211; Projection<br \/>\nIcosidodecahedron &#8211; Description<br \/>\nKepler-Poinsot Polyhedron &#8211; Types<br \/>\nLine, Ray &#8211; Description<br \/>\nMonkey Saddle &#8211; Sliceform<br \/>\nOctahedron &#8211; Decomposition 2D Net<br \/>\nOctahedron &#8211; Diagonals<br \/>\nOctahedron &#8211; Faces<br \/>\nOctahedron &#8211; Papercut 3D Help<br \/>\nOctahedron &#8211; Vertices<br \/>\nPlatonic Solid<br \/>\nPrism &#8211; Real Life<br \/>\nPyramid &#8211; Basic Stereometry<br \/>\nPyramid &#8211; Decomposition 2D Net<br \/>\nPyramid &#8211; Diagonals<br \/>\nPyramid &#8211; Faces<br \/>\nPyramid &#8211; Projection<br \/>\nPyramid &#8211; Sliceform<br \/>\nPyramid &#8211; Vertices<br \/>\nRectangle &#8211; Description<br \/>\nRectangle, Sides a, b &#8211; Construction<br \/>\nRhombicosidodecahedron &#8211; Papercut<br \/>\nRhombicuboctahedron &#8211; Papercut<br \/>\nSliceform &#8211; Types<br \/>\nSnub Cube &#8211; Description<br \/>\nSnub Dodecahedron &#8211; Description<br \/>\nSphere &#8211; Approximate Decomposition 2D Net<br \/>\nSphere &#8211; Description<br \/>\nSphere &#8211; Real Life<br \/>\nSpherical Belt &#8211; Description<br \/>\nSpherical Sector &#8211; Description<br \/>\nSquare &#8211; Description<br \/>\nSquare, Side a &#8211; Construction<br \/>\nTetrahedron &#8211; Cross Sections<br \/>\nTetrahedron &#8211; Description<br \/>\nTetrahedron &#8211; Edges<br \/>\nTetrahedron &#8211; Papercut<br \/>\nTetrahedron &#8211; Vertices<br \/>\nTriangle &#8211; Circumscribed Circle<br \/>\nTriangle &#8211; Inscribed Circle<br \/>\nTriangle &#8211; Medians<br \/>\nTriangle &#8211; Types<br \/>\nTriangle a, c, \u03b1 &#8211; Construction<br \/>\nTriangle c, b, \u03b1 &#8211; Construction<br \/>\nTriangle Obtuse &#8211; Altitudes<br \/>\nTriangle with Circumscribed Circle &#8211; Construction<br \/>\nTruncated Cube &#8211; Description<br \/>\nTruncated Cuboctahedron &#8211; Description<br \/>\nTruncated Dodecahedron &#8211; Description<br \/>\nTruncated Icosahedron &#8211; Description<br \/>\nTruncated Icosidodecahedron &#8211; Description<br \/>\nTruncated Octahedron &#8211; Description<br \/>\nTruncated Tetrahedron &#8211; Description<br \/>\nTruncated Tetraheron &#8211; Papercut[\/vc_column_text][\/vc_column_inner][\/vc_row_inner][\/vc_column][\/vc_row]<\/p>\n","protected":false},"excerpt":{"rendered":"<p>[vc_row disable_element=&#8221;yes&#8221; css=&#8221;.vc_custom_1633322718735{margin-top: 200px !important;padding-right: 100px !important;padding-left: 100px !important;}&#8221;][vc_column width=&#8221;2\/3&#8243;][vc_custom_heading text=&#8221;Mel Science VR&#8221; font_container=&#8221;tag:h1|text_align:left&#8221; use_theme_fonts=&#8221;yes&#8221;][vc_column_text css=&#8221;.vc_custom_1631940688661{margin-top: 0px !important;margin-right: 0px !important;margin-bottom: 0px !important;margin-left: 0px !important;border-top-width: 0px !important;border-right-width: 0px !important;border-bottom-width: 0px !important;border-left-width: 0px !important;padding-top: 0px !important;padding-right: 0px !important;padding-bottom: 0px !important;padding-left: 0px !important;}&#8221;]Mel Chem offers a comprehensive VR library of complex chemistry concepts in an easy to understand [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"page-templates\/pages.php","meta":{"footnotes":""},"class_list":["post-1513","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/virtualize.org.in\/index.php\/wp-json\/wp\/v2\/pages\/1513","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/virtualize.org.in\/index.php\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/virtualize.org.in\/index.php\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/virtualize.org.in\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/virtualize.org.in\/index.php\/wp-json\/wp\/v2\/comments?post=1513"}],"version-history":[{"count":1,"href":"https:\/\/virtualize.org.in\/index.php\/wp-json\/wp\/v2\/pages\/1513\/revisions"}],"predecessor-version":[{"id":1514,"href":"https:\/\/virtualize.org.in\/index.php\/wp-json\/wp\/v2\/pages\/1513\/revisions\/1514"}],"wp:attachment":[{"href":"https:\/\/virtualize.org.in\/index.php\/wp-json\/wp\/v2\/media?parent=1513"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}