{"id":11019,"date":"2024-05-28T15:58:12","date_gmt":"2024-05-28T15:58:12","guid":{"rendered":"https:\/\/milestone-institute.org\/modules\/mechanics\/"},"modified":"2026-07-24T15:09:19","modified_gmt":"2026-07-24T15:09:19","slug":"mechanics","status":"publish","type":"modules","link":"https:\/\/milestone-institute.org\/hu\/modules\/mechanics\/","title":{"rendered":"Mechanics"},"content":{"rendered":"<p>&#8222;`html<br \/>\n<!-- MILESTONE MODULE PAGE \u2013 MECHANICS --><\/p>\n<section aria-labelledby=\"module-title\"\n    style=\"width:calc(100% - 40px);\n           max-width:1180px;\n           margin:48px auto 72px;\n           box-sizing:border-box;\n           font-family:inherit;\n           color:#20252a;\"><\/p>\n<div style=\"overflow:hidden;\n                background:#f7f4ea;\n                border:1px solid #d8d2c4;\n                border-top:10px solid #f4c94f;\n                border-radius:0 0 18px 18px;\n                box-shadow:0 18px 48px rgba(25,29,32,0.09);\"><\/p>\n<p>        <!-- F\u0150 TARTALOM --><\/p>\n<div style=\"padding:clamp(26px,5vw,68px);\n                    box-sizing:border-box;\"><\/p>\n<p>            <!-- TUDOM\u00c1NYTER\u00dcLET --><\/p>\n<div style=\"display:flex;\n                        flex-wrap:wrap;\n                        gap:10px;\n                        margin:0 0 24px;\"><\/p>\n<p>                <span style=\"display:inline-block;\n                             padding:8px 14px;\n                             background:#f4c94f;\n                             border:1px solid #d3aa2e;\n                             border-radius:999px;\n                             font-size:13px;\n                             line-height:1;\n                             font-weight:700;\n                             letter-spacing:0.06em;\n                             text-transform:uppercase;\n                             color:#20252a;\"><br \/>\n                    Physics<br \/>\n                <\/span><\/p><\/div>\n<p>            <!-- MODULC\u00cdM --><\/p>\n<h1 id=\"module-title\"\n                lang=\"en\"\n                style=\"display:block;\n                       width:100%;\n                       max-width:100%;\n                       margin:0 0 22px;\n                       padding:0;\n                       box-sizing:border-box;\n                       font-size:clamp(30px,8vw,78px);\n                       line-height:1.02;\n                       letter-spacing:-0.035em;\n                       font-weight:700;\n                       color:#20252a;\n                       white-space:normal !important;\n                       overflow-wrap:anywhere;\n                       word-break:normal;\n                       hyphens:auto;\"><br \/>\n                Mechanics<br \/>\n            <\/h1>\n<p>            <!-- S\u00c1RGA ELV\u00c1LASZT\u00d3 --><\/p>\n<div aria-hidden=\"true\"\n                style=\"width:76px;\n                       height:4px;\n                       margin:0 0 30px;\n                       background:#f4c94f;\n                       border-radius:999px;\">\n            <\/div>\n<p>            <!-- MODULLE\u00cdR\u00c1S --><\/p>\n<div style=\"max-width:980px;\n                        margin:0;\n                        font-size:clamp(18px,1.55vw,24px);\n                        line-height:1.62;\n                        font-weight:400;\n                        color:#282d31;\"><\/p>\n<p style=\"margin:0;\">\n                    The aim of this module is to provide a solid basis for solving Newtonian mechanics problems, particularly as preparation for the STEP, PAT, ENGAA and NSAA examinations. The module builds on high-school-level knowledge of the subject while complementing that knowledge in essential ways, allowing students to solve a wide variety of problems. Each module session will consist of a review of the basic ideas of a given topic, followed by a discussion of selected problems from preparation databases.\n                <\/p>\n<\/p><\/div>\n<\/p><\/div>\n<p>        <!-- MODULVEZET\u0150 --><\/p>\n<div style=\"display:flex;\n                    flex-wrap:wrap;\n                    background:#f4c94f;\n                    border-top:1px solid #d3aa2e;\"><\/p>\n<div style=\"flex:1 1 260px;\n                        padding:26px clamp(28px,4vw,52px);\n                        box-sizing:border-box;\"><\/p>\n<div style=\"margin:0 0 9px;\n                            font-size:12px;\n                            line-height:1.2;\n                            font-weight:800;\n                            letter-spacing:0.1em;\n                            text-transform:uppercase;\n                            color:#20252a;\"><br \/>\n                    Module leader\n                <\/div>\n<div style=\"max-width:980px;\n                            font-size:clamp(17px,1.3vw,21px);\n                            line-height:1.55;\n                            font-weight:600;\n                            color:#20252a;\"><br \/>\n                    Het\u00e9nyi Bal\u00e1zs\n                <\/div>\n<\/p><\/div>\n<\/p><\/div>\n<p>        <!-- VISSZAL\u00c9P\u00c9S --><\/p>\n<div style=\"padding:22px clamp(28px,4vw,52px);\n                    background:#fffdf7;\n                    border-top:1px solid #d8d2c4;\"><\/p>\n<p>            <a href=\"https:\/\/milestone-institute.org\/modulkatalogus\/\"\n               style=\"display:inline-block;\n                      color:#20252a;\n                      font-size:16px;\n                      line-height:1.4;\n                      font-weight:700;\n                      text-decoration:none;\n                      border-bottom:2px solid #f4c94f;\n                      padding-bottom:3px;\"><br \/>\n                \u2190 Vissza a modulkatal\u00f3gushoz<br \/>\n            <\/a><\/p><\/div>\n<\/p><\/div>\n<\/section>\n<p>&#8222;`<\/p>\n","protected":false},"excerpt":{"rendered":"<p>The aim of this module is to give a solid basis for solving Newtonian mechanics problems, in particular, as an aid for preparation of STEP, PAT, ENGAA and NSAA exams. The module builds on high school level knowledge of the subject but complements that knowledge in essential ways so that a variety of problems can be solved. Each module session will consist of a review of the basic ideas of a given topic, followed by a discussion of selected problems from preparation databases.<\/p>\n","protected":false},"featured_media":0,"template":"","format":"standard","meta":{"inline_featured_image":false,"footnotes":""},"department":[],"division":[104],"terms_years":[252],"level":[247],"class_list":["post-11019","modules","type-modules","status-publish","format-standard","hentry","division-numerical-sciences","terms_years-2024-2025","level-immersion-2"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.3 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Mechanics &#8211; Milestone Institute<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/milestone-institute.org\/modules\/mechanics\/\" \/>\n<meta property=\"og:locale\" content=\"hu_HU\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Mechanics &#8211; Milestone Institute\" \/>\n<meta property=\"og:description\" content=\"The aim of this module is to give a solid basis for solving Newtonian mechanics problems, in particular, as an aid for preparation of STEP, PAT, ENGAA and NSAA exams. 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