{"id":235965,"date":"2022-09-10T01:50:54","date_gmt":"2022-09-09T20:20:54","guid":{"rendered":"https:\/\/infinitylearn.com\/surge\/question\/the-potential-energy-y-curve-for-h2-formation-as-a-function-of-inter-nuclear-distance-x-of-the-h-atoms-is-shown-below-the-bond-energy-of-h2-is\/"},"modified":"2025-06-25T12:47:35","modified_gmt":"2025-06-25T07:17:35","slug":"the-potential-energy-y-curve-for-h2-formation-as-a-function-of-inter-nuclear-distance-x-of-the-h-atoms-is-shown-below-the-bond-energy-of-h2-is","status":"publish","type":"questions","link":"https:\/\/infinitylearn.com\/surge\/question\/chemistry\/the-potential-energy-y-curve-forh2formation-as-a-functio\/","title":{"rendered":"The potential energy (y) curve for\u00a0H2\u00a0formation as a function of inter nuclear distance (x) of the H atoms is shown below.The bond energy of \u00a0H2\u00a0is"},"content":{"rendered":"","protected":false},"author":1,"template":"","meta":{"_yoast_wpseo_focuskw":"","_yoast_wpseo_title":"","_yoast_wpseo_metadesc":"The potential energy (y) curve for\u00a0H2\u00a0formation as a function of inter nuclear distance (x) of the H atoms is shown below.The bond energy of \u00a0H2\u00a0is","custom_permalink":"question\/chemistry\/the-potential-energy-y-curve-forh2formation-as-a-functio\/"},"categories":[],"acf":{"question":"<p>The potential energy (y) curve for&nbsp;<math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mstyle mathsize=\"14px\"><msub><mi mathvariant=\"normal\">H<\/mi><mn>2<\/mn><\/msub><\/mstyle><\/math>&nbsp;formation as a function of inter nuclear distance (x) of the H atoms is shown below.<\/p><figure class=\"image image_resized\" style=\"width:57.7%;\"><img src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfYAAADeCAYAAADPYyJTAAAVPElEQVR4nO3d\/4sc533Acf8RO79VJ5+akDgphPiHkFujoNpyaR07Elq1bmVqjI1WOK6IG5nsgTC1HMhALB8OYlqDjClLsWMHD7Ywwh0Zg\/FtQVi+cRukSAMx4YbYiGOauhFTjDk+\/eFu9579+tze7c48z7PvF8wv0d7mc3uS3zffnrlNAACAM24rewAAADA5hB0AAIcQdgAAHFJq2G+7jd8rAACYJMoKAIBDCDsAAA4h7BoVz+tsAACYjrBrEHYAgE0IuwZhBwDYhLBrEHYAgE0IuwZhBwDYhLBrEHYAgE0IuwZhBwDYhLBrEHYAgE0IuwZhBwDYhLBrEHYAgE0IuwZhBwDYhLBrEHYAgE0IuwZhBwDYhLBr2Br2JEkkiqKyxwAAFIywa9gY9iiKOjOnaVr2OACAAhF2DRvDnqZpZ2b22gFgthB2DRvDLrI1dxAEZY8CACgQYdewNeyNRkMqnidHarWyRwEAFIiwa9ga9jAMO3PneV72OACAghB2DVvDniRJZ+44jsseBwBQEMKuYWvY8zzvzN1sNsseBwBQEMKuYWvYRUTq9bpUPE8ajUbZowAACkLYNWwOexAE1s4OANgZwq5hc9hbrVZn9iRJyh4HAFAAwq5hc9izLOvMHoZh2eMAAApA2DVsDruIyEK1KhXPE9\/3yx4FAFAAwq5he9h935eK58lCtVr2KACAAhB2DdvDzgNhAGC2EHYN28POA2EAYLYQdg3bwy7CeXYAmCWEXcOFsPNAGACYHYRdw4Wwqw+EybKs7HEAAFNE2DVcCLv6QJhWq1X2OACAKSLsGi6EXWTr+wiCoOxRAABTRNg1XAk759kBYDYQdg1Xws55dgCYDYRdw5Wwc54dAGYDYddwJewinGcHgFlgdNjzPC99tTSXws55dgBwn9Fhf+aZZ6TieXL16tXSZnAp7JxnBwD3GRv2OI6l4nlyzz33yGOPPVbaHC6FXT3PXvaREADAdBgZ9jzPO+ubt7cwDEuZxaWwi7BuPAC4zsiwN5vNrqCWefjYtbDzfHYAcJtxYVcPF\/dujUZjIv8f4\/yC4FrYeT47ALjNqLDneS5HarWhYd\/ZueF1ufHBr2Tp7Cmp7e15v71HZfHcS\/Letc+GfrVrYef57ADgNqPCrh6C7z0c3z43vFCtjrHHvS5xeFoOjPhFoeJ5Utl\/Rt5bXRv4Dq6FXYTz7ADgMmPCrh6CP1KrSZ7nfXvq4x+S\/0Le8v9a9nqe7Dn8E3nxwrIkSbK5XZVo6ZjMe55UvO\/Kieblge\/gYtiDIHDuewIAbDAm7Ooh+CRJRKQ\/qu0FVsY9jKyeS06SFXnr\/AuydPaUHJtvv\/8+OeC\/I+sDvrb3yvz21p5xEPV1YRiOXMK11Wr1vX6YJEn6Xjvs6EWWZX2vbc\/carX6Puve1xYxxyAmfHamzDHuZ9c7x6iZXfkZmjLHtD47U+aw4d8hthgR9jDcWjil2Wx2\/vfesGdZ1nVIPs\/zbbz7uqx+eEGCc4tyaG744fivLoby5YCvHvb6UX95x7noT\/1lRbcXrX5OvWHuNegixPbMWZb1fd6DvsdpzzGICZ+dKXOM+9n1zjFqZld+hqbMMa3PzpQ5bPh3iC1GhD3LMvF9v3MIvm3QX5QwDGWhWt3mHvvGOfb9yvvMHV2Us0tLEjQj+feXT8od3uyFXUSkXq9LxfOkXq8P\/T6LmKOXCZ+dKXMQdv3MpsxB2Mv\/d4gtRoS9rXcPfNhflG1fPLd+XfwDezfeY99xOf1q9y8D18LFscLuEvXiRJaXBQB3GBX2XruNarIcyCPt93j4l\/KRcq49z\/9bIv\/+zvvPWtjbS\/ZWPB7jCgAucTrs+f+25Omvtd\/jPnnk3FtyPUkkXrkk4c9PyEH1MM\/RQD6dwgwma39fPMYVsyLPc+XOmP4tiqKBF7D1bo1GY0db71LZJmwc3naP02EX+UK5pa13u1MOnWrIE\/tv3zxUf1qaK9enMIO5WF4WpsuyrCu8cRz3Rdb3\/b6A6ha6YiPsLnM87CIin0vU9OXRhbnN9\/qm1BZ\/Ic1oRUTW5cb7L8ihuTn5ziO\/kE9u9V9l73LYWV4WRVL3ltVbpIIg6Ipy2aHbbgx3sm3naEDRG6fi3DMDYbd\/hmlRb3sbdYUsoJOmaVewm81mYaE+Uqv1BdT3\/YERi6Jo5KH47d1CC5iNsFswwzS1D1m2b3sDhlEPhbf3sidxznihWh26V9sbYo4sAXqE3YIZponb3tBL3fPezfnqdqiDIOha7YxAA9NF2C2YYZq47W22pWkqURRJEASdRYvG2ctuR7u9Z02wgfIRdgtmmDae9jY72mt1b\/fcd71e75yvjuN45CphAMxA2C2YYdq47c1dWZZJFEWdn7Hu0Hmz2ZRWq0XAAYsRdgtmmDb1aW9xHJc9DnapHfNRh9aP1Gri+75EUcThc8AxhN2CGaYtz\/PO98gqdHbK83xkzBeq1U7IuUgScBtht2CGIrSDcKRWK3sUjCFNUwmCYOheebPZ5LA6MGMIuwUzFIFV6OySJMnAC+AWqlVpNpv8DIEZRtgtmKEI6ip0zWaz7HEwxLCgNxoNblcEICKE3YoZisIqdObKsmzgle1BEHDOHEAXwm7BDEVhFTozhWHYt3QrQQcwDGG3YIaipGna+V6jKCp7nJmXZVnfVe6NRoOgAxiJsFswQ5E4HG+GOI679tKP1GqsMQBgWwi7BTMUicPx5QvDsOvvne\/7PE4UwLYRdgtmKBKH48vVe086V7oDGBdht2CGonE4vhxq1BeqVe5FB7AjhN2CGYrG4fjiqVGv1+tEHcCOEXYLZigah+OL1Rt1zqcD2A3CbsEMZeBwfDHUJ+stVKscIQGwa4TdghnKwOH46VOPjHBOHcCkEHYLZiiDGp0wDMsexzl5nneOinD1O4BJIuwWzFCWdnh4lOvkqUdEeOgOgEki7BbMUBZ1oRQOE09OkiRdF8sBwCQRdgtmKAuPcp0O9RA8vzABmDTCbsEMZWo\/hGShWi17FCdEUcQvSwCmirBbMEOZ1BDxEJLdyfO882CXhWqV+9UBTAVht2CGMuV53vUwEuyces0CC\/8AmBbCbsEMZfN9v\/MZsJe5M+reOncZAJgmwm7BDGWL45g9zV1S99a5Zx3ANBF2C2YwAfe07w6fH4CiEHYLZjCBuqAKt2iNR10PniMeAKaNsFswgwnUe9qDICh7HKu099a5Eh5AEQi7BTOYotFoEKgxqXvrrLkPoAiE3YIZTMEh5fGpC\/zwyxCAIhB2C2YwCbdsbZ+6JjyrzAEoCmG3YAaTqLdtJUlS9jhGa5+6qHg80x5AcQi7BTOYRL2IjpXohlP31rnYEECRCLsFM5hGXYmOPdHB2FsHUBbCbsEMpuHc8WjsrQMoE2G3YAYTcbX3cOytAygTYbdgBhNx69tg7K0DKBtht2AGU7H+eT9WmQNQNsJuwQym4oll3VhlDoAJCLsFM5iKZ4x3Y28dgAkIuwUzmIy99g3q58DeOoAyEXYLZjCZutfeaDTKHqcUHLkAYBLCbsEMplOf1T6Ly8wGQcBRCwDGIOwWzGA6dZnZer1e9jiFStO0873P6hELAGYh7BbMYINZPdeuLkYzi0crAJiHsFswgw1m8Tyzensbi9EAMAVht2AGW8zSXrv6i8xCtcrSsQCMQdgtmMEWvbFz+V5u9YJBltQFYBLCbsEMNomiyPn7udX14GftYkEA5iPsFsxgG3UFNhcPUbe\/Py6YA2Aiwm7BDLaJ47jzmfm+X\/Y4E6VeR8Cz6AGYyOiwm4Cw74yLt4Gp96wfqdWcvoYAgL0IuwZh3xl10RoXIpjnOYfgAViBsGsQ9p1z6bC1umys7d8LALcRdg3Cvjsu7OWq1wzU63Xrjz4AcBth1yDsu6PeGmbjIfk0TbvuzU\/TtOyRAGAkwq5B2HdPXczFpqVX8zyXer3OQjQArELYNQj77vUGMo7jskfaFvW8uk2\/kACYbcaFXXeotuhDuYR9MtRbxWw4pK1e+Md5dQA2MSbs+a3fyvnj35OK9+eyGF4Z8Io\/yMsnvycV76D8+JUPCpuLsE+OutysybFUn9rm6up5ANxlTNjT37wuT81vRvSAL\/91q\/s\/+tcjX+7zPKl4+2T\/mTdlvaC5CPtkqYe3TVyVTr3Yr+J5xh9ZAIBexoRdZE3OP\/qtzf+g\/q340a+VP\/s\/ifz7O3925sLlsd55N3uGhH2yes+3m3TuWr0CfhYePQvATQaFfV3i8LQc3NwrP+C\/09krz9Yuy7l756XiebL3idfl5hihXr1yXh7c68mffP+f5Pc72M0n7JOnPt7VlKfAEXUArjAo7CL5rY\/l+Xtu3\/iP673n5MO1TETWZaX5Q5n3PKl435UTzXH21r+U5eChzf9Y\/1CC5Wtjz0TYp8OkkPbOwspyAGxmVNgHR3xNmie+vXnu\/Wfy3uraGO9H2E3WG9Qy9tzVC+VMOzUAADthWNhF0htvi3\/3xmH3uRNNWVlpyuK+\/sPz20PYTdcb9yLDqt7SVvZRAwCYFOPC3nWh3L5\/lCf+4b6NPfh9JyVYvjrme40O+3YuqiPs09cb90ajMdVb4fI873qsLFEH4BIDwy5yfTmQ4\/u8rv\/wzp1oyudjv1Nv2P9TlsNAfnz4m1vve3RRzp6\/IH8c8g6EvRhpmnY9MGahWp3KCnVxHHf9EmHDYjkAMA4jw951Xt3zpOL9YMiiNTpq2O+Tv\/m7ezfP3\/dud0rNf3tg3Al7cQbtSfu+P5EFYrIs63vvaR8ZAIAyGBp2kZULZzYXpFGvkB+XGvbNgJ\/+pSxfTyRJrsqFl56SRzpHBgbfH0\/Yi9d77rt97n0ngU\/TtGtRnPZeOg90AeAqQ8P+hURLxzb3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bond energy of &nbsp;<math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mstyle mathsize=\"14px\"><msub><mi mathvariant=\"normal\">H<\/mi><mn>2<\/mn><\/msub><\/mstyle><\/math>&nbsp;is<\/p>","options":[{"option":"<p><math style=\"font-family:Arial;\" xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mstyle mathsize=\"16px\"><mo>(<\/mo><mi mathvariant=\"normal\">c<\/mi><mo>&nbsp;<\/mo><mo>\u2013<\/mo><mo>&nbsp;<\/mo><mi mathvariant=\"normal\">a<\/mi><mo>)<\/mo><\/mstyle><\/math><\/p>","correct":false},{"option":"<p><math style=\"font-family:Arial;\" xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mstyle mathsize=\"16px\"><mo>(<\/mo><mi mathvariant=\"normal\">b<\/mi><mo>&nbsp;<\/mo><mo>\u2013<\/mo><mo>&nbsp;<\/mo><mi mathvariant=\"normal\">a<\/mi><mo>)<\/mo><\/mstyle><\/math><\/p>","correct":true},{"option":"<p><math style=\"font-family:Arial;\" xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mstyle mathsize=\"16px\"><mfrac><mrow><mo>(<\/mo><mi mathvariant=\"normal\">c<\/mi><mo>\u2212<\/mo><mi mathvariant=\"normal\">a<\/mi><mo>)<\/mo><\/mrow><mn>2<\/mn><\/mfrac><\/mstyle><\/math><\/p>","correct":false},{"option":"<p><math style=\"font-family:Arial;\" xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mstyle mathsize=\"16px\"><mfrac><mrow><mo>(<\/mo><mi mathvariant=\"normal\">b<\/mi><mo>\u2212<\/mo><mi mathvariant=\"normal\">a<\/mi><mo>)<\/mo><\/mrow><mn>2<\/mn><\/mfrac><\/mstyle><\/math><\/p>","correct":false}],"solution":"<p><strong>potential energy<\/strong> of two H atoms at infinite distance = a<br>Potential energy of two H atoms at distance equal to bond length = b&nbsp;<br>BE = (b \u2013 a)<\/p>","subject":""},"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v17.9 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>The potential energy (y) curve for\u00a0H2\u00a0formation as a function of inter nuclear distance (x) of the H atoms is shown below.The bond energy of \u00a0H2\u00a0is - Infinity 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