{"id":10916,"date":"2020-10-13T12:29:07","date_gmt":"2020-10-13T06:59:07","guid":{"rendered":"http:\/\/astan.lk\/al_virtualclassroom\/?p=10916"},"modified":"2020-10-13T12:30:01","modified_gmt":"2020-10-13T07:00:01","slug":"directing-ability-substituent-groups","status":"publish","type":"post","link":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/","title":{"rendered":"The directing ability of substituent groups"},"content":{"rendered":"<div id=\"section_1\" class=\"mt-section\">\n<p>Examples of activating groups in the relative order from the most activating group to the least activating:<\/p>\n<p>-NH<sub>2<\/sub>, -NR<sub>2<\/sub> &gt; -OH, -OR&gt;\u00a0\u00a0-NHCOR&gt; -CH<sub>3<\/sub>\u00a0and other alkyl groups<\/p>\n<p>with R as alkyl groups (C<sub>n<\/sub>H<sub>2n<\/sub><sub>+1<\/sub>)<\/p>\n<p>Examples of deactivating groups in the relative order from the most deactivating to the least deactivating:<\/p>\n<p>-NO<sub>2<\/sub>, -CF<sub>3<\/sub>&gt; -COR, -CN, -CO<sub>2<\/sub>R, -SO<sub>3<\/sub>H &gt; Halogens<\/p>\n<p>with R as alkyl groups (C<sub>n<\/sub>H<sub>2n<\/sub><sub>+1<\/sub>)<\/p>\n<p>The order of reactivity among Halogens from the more reactive (least deactivating substituent) to the least reactive\u00a0(most deactivating substituent) halogen is:<\/p>\n<p>F&gt; Cl &gt; Br &gt; I<\/p>\n<p>The order of reactivity of the benzene rings toward the electrophilic substitution when it is substituted with a halogen groups, follows the order of electronegativity. The ring that is\u00a0substituted with\u00a0the most electronegative halogen is\u00a0the most reactive ring ( less deactivating substituent\u00a0) and the ring that is substituted with the least electronegatvie halogen is the least reactive\u00a0ring ( more deactivating substituent ), when we compare rings with halogen substituents. Also the size of the halogen\u00a0effects the reactivity of the benzene ring that the halogen is attached to. As the size of the halogen increase, the reactivity of\u00a0the ring\u00a0decreases.<\/p>\n<\/div>\n<div id=\"section_2\" class=\"mt-section\"><span id=\"The_direction_of_the_reaction\"><\/span><\/p>\n<h3 class=\"editable\">The direction of the reaction<\/h3>\n<p>The activating group directs the reaction to the ortho or para position, which means the electrophile substitute the hydrogen that is on carbon 2 or carbon 4. The deactivating group directs the reaction to the meta position, which means the electrophile substitute the hydrogen that is on carbon 3 with the exception of the halogens that is a deactivating group but directs the ortho or para substitution.<\/p>\n<p><img decoding=\"async\" class=\"internal\" src=\"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2345\/noname1.gif?revision=1\" alt=\"noname1.gif\" \/>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<img decoding=\"async\" class=\"internal default\" src=\"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2346\/noname2.gif?revision=1&amp;size=bestfit&amp;width=99&amp;height=113\" alt=\"noname2.gif\" width=\"99px\" height=\"113px\" \/>\n<\/div>\n<div id=\"section_3\" class=\"mt-section\"><span id=\"Substituents_determine_the_reaction_direction_by_resonance_or_inductive_effect\"><\/span><\/p>\n<h3 class=\"editable\">Substituents determine the reaction direction by resonance or inductive effect<\/h3>\n<p>Resonance effect is the conjugation between the ring and the substituent, which means the delocalizing of the <span id=\"MathJax-Element-1-Frame\" class=\"MathJax\" style=\"display: inline-table; font-style: normal; font-weight: normal; line-height: normal; font-size: 14.4px; text-indent: 0px; text-align: left; text-transform: none; letter-spacing: normal; word-spacing: normal; word-wrap: normal; white-space: nowrap; float: none; direction: ltr; max-width: none; max-height: none; min-width: 0px; min-height: 0px; border: 0px; padding: 0px; margin: 0px; position: relative;\" tabindex=\"0\" data-mathml=\"&lt;math xmlns=&quot;http:\/\/www.w3.org\/1998\/Math\/MathML&quot;&gt;&lt;mi&gt;&amp;#x03C0;&lt;\/mi&gt;&lt;\/math&gt;\"><span id=\"MathJax-Span-1\" class=\"math\"><span id=\"MathJax-Span-2\" class=\"mrow\"><span id=\"MathJax-Span-3\" class=\"mi\">\u03c0<\/span><\/span><\/span><span class=\"MJX_Assistive_MathML\">\u03c0<\/span><\/span> electrons between the ring and the substituent. Inductive effect is the withdraw of the\u00a0sigma ( the single bond )\u00a0electrons away from the ring toward the substituent, due to the higher electronegativity of the substituent\u00a0\u00a0compared to the carbon of the ring.<\/p>\n<div id=\"section_4\" class=\"mt-section\"><span id=\"Activating_groups_(ortho_or_para_directors)\"><\/span><\/p>\n<h4 class=\"editable\">Activating groups (ortho or para directors)<\/h4>\n<p>When the substituents like -OH have an unshared pair of electrons, the resonance effect is stronger than the inductive effect which make these substituents stronger activators, since this resonance effect direct the electron toward the ring. In cases where the subtituents is esters or amides, they are less activating because they form resonance structure that pull the electron density away from the ring.<\/p>\n<p>&nbsp;<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"internal default\" src=\"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2343\/mechanism_1.gif?revision=1\" alt=\"mechanism 1.gif\" width=\"581\" height=\"245\" \/><\/p>\n<p>By looking at the mechanism above, we can see how groups donating electron direct the ortho, para electrophilic substition. Since the electrons locatinn transfer between the ortho and\u00a0para carbons, then the electrophile prefer attacking the carbon that has the\u00a0free electron.<\/p>\n<p><a class=\"internal mt-disabled\" title=\"Wikitexts\/UCD Chem 118B\/Chem 118B Topics\/Inductive Effects of Alkyl Groups\" rel=\"broken\">Inductive effect of alkyl groups<\/a> activates the direction of the ortho or para substitution, which is when s\u00a0electrons gets pushed toward the ring.<\/p>\n<\/div>\n<div id=\"section_5\" class=\"mt-section\"><span id=\"Deactivating_group_(meta_directors)\"><\/span><\/p>\n<h4 class=\"editable\">Deactivating group (meta directors)<\/h4>\n<p>The deactivating groups deactivate the ring by the inductive effect in the presence of an electronegative atom that withdraws the electrons away from the ring.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"internal default\" src=\"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2344\/mechanism_2.gif?revision=1\" alt=\"mechanism 2.gif\" width=\"580\" height=\"183\" \/><\/p>\n<p>we can see from the mechanism above that when there is an electron withdraw from the ring, that leaves the carbons at the ortho, para positions with a positive charge which is unfavorable for the electrophile, so the electrophile attacks the carbon at the meta positions.<\/p>\n<p>Halogens are an exception of the deactivating group that directs the ortho or para substitution. The halogens deactivate the ring by inductive effect not by the resonance even though they have an unpaired pair of electrons. The unpaired pair of electrons\u00a0gets donated to the ring,\u00a0but\u00a0the inductive effect pulls\u00a0away the\u00a0<span style=\"font-family: Symbol;\">s\u00a0<\/span>electrons from the ring\u00a0by the electronegativity\u00a0of the halogens.<\/p>\n<\/div>\n<\/div>\n<div id=\"section_6\" class=\"mt-section\"><span id=\"Substituents_determine_the_reactivity_of_rings\"><\/span><\/p>\n<h3 class=\"editable\">Substituents determine the reactivity of rings<\/h3>\n<p>The reaction of a substituted ring with an activating group is faster than benzene. On the other hand, a substituted ring with a deactivated group is slower than benzene.<\/p>\n<p>Activating groups speed up the reaction because of\u00a0the resonance effect. The presence of the unpaired electrons that can be donated to the ring, stabilize the carbocation in the transition state. Thus; stabilizing the intermediate step, speeds up the reaction; and this is due to the decrease of the activating energy. On the other hand, the deactivating groups, withdraw the electrons away from the carbocation formed in the intermediate step, thus; the activation energy is increased which slows down the reaction.<\/p>\n<\/div>\n<div id=\"section_7\" class=\"mt-section\"><span id=\"The_CH3Group_is_and_ortho.2C_para_Director\"><\/span><\/p>\n<h3 class=\"editable\">The CH<sub>3<\/sub>Group is and ortho, para Director<\/h3>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>Alkyl groups are Inductive activators<\/p>\n<p>With o\/p attack the form a tertiary arenium carbocation which speeds up the reaction<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"481\" height=\"211\" \/><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"497\" height=\"179\" \/><\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<\/div>\n<div id=\"section_8\" class=\"mt-section\"><span id=\"The_O-CH3_Group_is_an_ortho.2C_para_Director\"><\/span><\/p>\n<h3 class=\"editable\">The O-CH<sub>3<\/sub> Group is an ortho, para Director<\/h3>\n<p>&nbsp;<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"386\" height=\"171\" \/><\/p>\n<p>Ortho and Para producst produces a resonance structure which stabilizes the arenium ion. This causes the ortho and para products for form faster than meta. Generally, the para product is preferred because of steric effects.<\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div id=\"section_9\" class=\"mt-section\"><span id=\"Acyl_groups_are_meta_Directors\"><\/span><\/p>\n<h3 class=\"editable\">Acyl groups are meta Directors<\/h3>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>Acyl groups are resonance deactivators.\u00a0 Ortho and para attack produces a resonance structure which places the arenium cation next to and additional cation. This destabilizes the arenium cation and slows down ortho and para reaction.\u00a0 By default the meta product forms faster because it lacks this destablizing resonance structure.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAj8AAAGNCAIAAABxJIeDAAAabElEQVR4nO3dv2skSX8\/8Pkf9j\/Y4Akv2\/iCdbhcaDZZ5Rs4vo0UPBwXfIOHy4QSRxcYLHM4+cIF4kCBA8NXhgMHAsE3EMhgDIvHySoaB71Pa25+tHq6q7o\/Vf16BcvurKb701M1\/Z6qrtasNgBQmtXcBQDAyf6QXuv15+9ev16tVqvV6vXr7z6v1y8+v3nKze3dsN2PfPoEGwQgoOf0uru9Wa1W7Xl\/55877m5vbm7vnp6+fHr\/tuPHXtTs5ez84uD29\/\/ebXw9ABTha3o1Q5bLq+vt\/7u+ujw2Ars4P2sSogmMwWnxT5eXv\/32y9v3n748PR3c\/s7fXzSyHgCK8DW97m5vXr365v7hcfv\/Hh\/uv3n1qh1j\/fLbb9+9fv32\/ad\/\/vmnZnbx7ftP\/\/0\/\/\/3p\/dtf\/+X\/NYOeNv\/aScj9zW5v\/89\/+fnx4f7bP327\/TPXV5ft9vf31fyzHa61463mwTa92gL2oxGA0n1Nr4PDrCYAfvr5n5t4aH\/g4eH\/t+ObJi2aiLq7vWmiYr3+\/OHNuyaQOgZw11eXbTRuD\/u2t7\/993b7d7c3zTa3R1rNJGSTo80jP\/\/lz8eCE4CivZxel1fXO9Nx2\/\/c\/vvjw\/27Nx8+r9dtzGyOL6N4evry0\/c\/NHu8vrrcHiEd236rHa49Ptx\/\/Pjj9tCq+fntDAOgPifMHPZPr+002h9abW989Vfb2dmdXs284s5or\/3fdiKx55pJAErUa9XGgLFXGx7HllH8y\/\/9pQ3LnfFZx\/a\/efXq8uq6HXtt72jnuRfnZ\/tLGQGoQ68V86emV5NGTXi0D27vdb3+\/MP3P22PmbbD5tj2r68u22026dX8b\/vEx4f7f\/23f99etWHyEKBKve5Wvjg\/ax7cXsXeLOf7P5\/+tpnH+9d\/\/7ftNX7txOD+DF47udemTpOU2+sD2+1\/eXpq\/35\/\/3uzzT99++03r141W96uebue3+\/vm71YcwhQH78pCoDySC8AyiO9ACiP9AKgPNILgPJILwDKI70AKI\/0AqA80guA8kgvAMojvQAOWHWau7oKdb\/g+6+5NgA4QESFIr0AepFeoUgvgF6kVyjSC6AX6RWK9ALoRXqFIr0AepFeoUgvgF6kVyjSC6AX6RWK9ALoRXqFIr0AepFeoUgvgF6kVyjSC6AX6RWK9ALoRXqFkji9rq8u29\/+e3N7N2ZTk7m7vWlrfvv+05enp81m8\/hw\/+7Nh8\/rdftj+48AiyK9QkmZXtdXl+3Zf73+\/N3r15dX16Oqy+\/66vL16+\/aTLo4P2sOQXoBO6RXKMnSa73+\/PFvPpZ1ul+vP3948+7+4bF95Onpy6f3b29u76QXsEN6hZIsve5ub9qBV6NNguHVZbZfc0t6ATukVygp0+vs\/GLnwYvzs+DptV9z4\/Hh\/ptXr3a+x\/P16+\/+47\/+89P7t6vV6tgTgVrlSy\/fzjxAxvSKP\/Z6fLj\/+PHHk8Zev\/32S3Mx7+e\/\/Hl7ypFoSlxAtLGGKLYJ0mt1SKadlm66614B22Dwda+npy8\/ff+Dc0dYJS4g2lhDFF6mk9iLQSXDDkq85rB97x08ZQRsgwHni+bQzByGVeICoo01RCXIcfrqP9iKdvKcXeL7vbbnPY5N10TIsO0Chs3V3N3eFPFxfoFKXEC0sYaoBLnTa5YCypU4vU7a8SwtMXK\/11eXzUlQeoVV4gKizaA1RNJrYslPWQOubAmw1hTpFWQsnCQvm0\/x26M0oilxAdFm0BoiK2AnlvZ8NfiMJMAa0429jjXVNIMw7b0cfRYQBewPA657WQE7sSDdJkgZs5t65rBjEJapSWKeqsjqxQVEm5CngGFrDq2AnUycPhOnkhnNcN2reyIxYavIrSUrZQHRThmnriGyAnZKEXpLI04lM4q4amN8wwQ5K1GEeXtLkl1bQzSNwY2V\/N75aXrs\/mepUMtfZ0uvdvfJL4bJLTpMP3fdUcnIPVoBO7Fh7ZXp3vnc3fXgPPb9\/e\/S64Ui2sdPaiFDLvrIOu4fWcBJrICd2IBWy3fvfNa+emwN0d\/\/4z9IrwN1dJ9QDl4P6PN0OCjHuH\/wTinCgLbLd+981o507N55M4dHHXtvH1uL1fEU6GPKiUQdtXTD0ivHvfO5+9Kxe+dD3TgfK72+VvDHE0fHfTBzVEdtJphI9BmrDknSK8npK3d3OnbvfMfYq53HnmwFbMT0arSVdfz+N0gl00Si3KpJjutew3pI7k414LpXu3Rosnvn46bXZuuKl9tZmEbaDJNblRnWoD3vne+\/8Wn61bA1h1PeOx86vRodv\/8Nchg\/kWjIVaXBbdrn3vn+28\/atbY3fur9XhPfO19AernuxfS646djBazcqljals0xUz1Gql1PdvdhAem16VxzCPkcfD93r4CdukQmNNky1IkzLMnupr93voz02rx0vxfkYwUsjRyJMsGS1xcLSLKd6e+dLya9YEZWwLLJGSeZlrwO22kppBecwArYJct9rp8sw0rPrYb0ghNYAbtk807lJYmcOnKrUVh6VfO6UyjXvZZssvNPpothlZ0\/pRecxgrYxZr4\/JNwIrGmIVdLesHJrIBdplnOPyMHYVXmVkN6AfQS8z7iY5+lKs6thvQC6GXe88\/BNFryPLb0goH0xqWJ0OLbGbbwNUSLTq9Q3xNKcSKcy5hStBZf+L3z0kt6MVC0cxm5RWvxhd87L72kFwNFO5eRW7QWX\/i989JLejFQtHMZuUVrcde9dh+ZpY6ekqfXN69erf5oewEPdIh2LiO3gC1uzeEfHpmljp6MvYhDb1yagOm1WfC989LL+YKB9MaliZleiyW9nC8YSG9cGukVivRyvmAgvXFpIqdX5NoyWXR6wRjWEC1N5PNP5NoykV4wkLHX0kQ+\/0SuLRPpBQNJr6WJfP6JXFsm0muijVMf6bU0kU8RkWvLRHpNtHHqI72WJvIpInJtmUiviTZOfXSYpYnc4gv8LCW9Jto49dFhliZyi0uvjfSCnnSYpYnc4tJrI71S2b99ZyG\/+Hk58vXGyGfJJYvcLtJrI71S2Wnsx4f7b\/\/07fZ3GVA66bU0kdtlgffOS69cG99Jr6enLz9+\/Hj\/8Pj4cP\/hw999ePcmWlfgVNJraSK3i7HXRnqlsj\/2ar4FtflQYxaxAtJraSK3i\/TaSK9U9ofezVfvBOwEDCO9liZyu0ivTfz0KuWUsT9z2Hxjd8BOwDCldEVSidwu0msTNr22cytThuVu\/ovzM+lVk4LSywrYJJaTXkUoIL2OZVXy1sqaXuv15w9v3jWrNqRXHcpKLytgx4ucEJFryyR6enU3SdpB2DT3e0mvapSbXs0K2F9vfrX89SSREyJybZnETa\/+yZQqw8ZvJOtlOaIpN72aFbD3979b\/nqSyO\/ugnpjKhHTq2OqsON1HJ8cY54utxaooPPFwRWw9\/e\/mwY4SeT3eEG9MZVY6dWRAf3HYWP2PvETKVfT6EUsINocWQH79\/\/4D9LrJJHf6dJrM2N6deTWSS\/f4BPKgGcZci3QfqMHX0C0ObICVnqdKvKbXXptZkmvYVOFw7bZ\/ZSs26d03XMDCftD7vRqVsD+evOr9DpJ5Le89NpMnF45cmtnOzl+OGxzkknPDjlLv+2znYMrYC1\/PVXkN7702kyWXuMvcY3f0YD9GnIt0KkddXwnGd\/HdNQcIr+kpaRXwhvn50mvaaZfTt1y9w84HSzQmLmBMb1l9vDjoMgvbEHplerG+anTK\/dU4bC9t\/874FlUKUlHHdxzBvc3fTWryK9toek15qujpkuveXNrZ4\/9H4\/cX8kk7Zz2gB4+YEdyawKRX+FC02vMV0dNkV4d76u5esPBknYecTpYoHyfsU4dtGXaMmOEfZ2z9oHk6ZXqq6Oyp1fk6bidGtq\/R6iNiU0zN9BzU5lyjpFivtq5T1y5Zw4Hf3VUxvSKM1XYra1n+0+WY+K5gT79v89+o72PliDaC35sDiltnVnTazPiq6OypFfAqcIXtcPYuQthUnPNDXRvv3vXOupc4rzsL\/aB6ScMekr41VG50uvgg3Ha\/qDg5ZFWhLmBjhpO+nmmEeTF7z\/\/nKTgVBtptpPwq6OmSK9S3nJFFMl4EXJrZ78vPnLsQaY0exMM6KLje\/X4p2d63bKn1+zt3V9BpTJM2DntncIK\/fxXvRlbYWQfGPP0kfsd\/NwBG48y0pxeoWXTU\/zpuLaStp44tbGZ6RSRsA8M287gZ+V+uaTXs0LL5kWDpwrnPVvpkNFM3yLJ9zhs7jH3LoaRXs8KLZtuI6cKS\/+4TUJTNspJfWC9\/vzD9z99eXrKsfGTfnLil2j3kRwbLUKhZdPtQBc\/8T1WwSdukphsSHHqjk5Nr5N2FPZznvR6VmjZdNtZDTHl1P9gumJME1zIGbaLYenV7nT8D8w1RbH7SI6NFqHQsuk27xXv+Puiv6ztMmbjY9JrM+Le+XmnuKXXs0LLplvCZp2sh+iKMWVql\/EZMDK9ussYeeU4H+n1rNCy6Sa9SCXCCsDWxfnZ6riz84vBJfV5JEIXlV7PCi2bbtKLVNK2S8KtJRl7tXbCKcmV4xyk17NCy6Zb2DPO7HvhVAmvoaZt4rTp1WiLbP+M1i2l17NCy6ab9CKV8e2SKQNypFejnYpMvuXxpNezQsumm\/QilSTplaSSHfnSaxO4N0qvZ4WWTTfpRSrSKxTp9azQsukmvUglbXqV0sph65Rezwotm27Si1SkVyjS61mhZdNNepGK9ApFej0rtGy6SS9SkV6hSK9nhZbdU5CVr9OX4W5lUpFeoUivZ4WW3WF1yNJKkl6kIr1CkV7PCi17x8F4KEiOFyTUdqLti\/7Gt8tKeqWzX5j0qsRk8TC+qtx7DLKRsLujJ+kVivR6VmjZfQRMryn3GGQjYXdHT9IrlMLSK+sn97CNlNZCDrM18nhnifyFtNG8hzmgZaVXKMWkV0dX2\/mvwXsP20iMMaZZ5+oSFXfFyPPYfX5+\/B4Tbm0aYessI736d6wxb4mwjcQYLzbrwVPYvOfWyrriwSmT4I4dyPiXIuHWphG2zv3CwqVXn6316XlJdkRxOs5Ep568JjN7AWklDpZJHDuQ8S9Fwq1NI2yd+4UVmV6bFAsTwjYSY3Q3a59z1vTiVJJWz5CYq54+Pz9+jwm3No2wdUZPr5M2Jb3Y1\/OsFOFk2opTST6zv+ADCpBeoVSVXhvXvdhz0tg9dzE9xamEbdIrlOzpNX2cDN5j2EZijBKbtcSal0B6hTLR2GviOJFetEps1hJrXgLpFcp0M4dTzjLnTq+s38NNWmHfex1KrHkJpFcoWdLr4HbbxwO+FqdWJb0KErC\/vajEmpdAeoWSK702nZEQJ8OGVSK9ChKkp52kxJqXQHqFkjG92h10ZFjafZ1qcAHSqyCzd7MBSqx5CaRXKNnTq91NqothWevpSXoVJOx7b9tOhyyi5gWSXqFMlF7HdtY+PtkLNHhfF+dnq+POzi+Sl0oSYd97jYMdMnjNiyW9Qpk0vTZzXwxLtX1jr4LEuci6I\/KkOgdJr1CmTq92rxO\/b9OewqRXcaK9AyPMQ3Aq6RXKPOl1bN\/t4wlfrxynA+lVoiDBEO0aMP1Jr1DmTK9N5onEfKcD6RVQz0aZMSRMFZZOeoUyc3q1RSR\/V2d9xaVXQCc1ysRvyHkv95KK9AolRHp93XGiGRWng2U69SPFZP1EblVDeoUSKL2+7n7EW93pYMmGDYiz9hlThZVZTnoVUWe49NoMes\/LLcZM5ybvP6YKq5Q2vWLa759ha46YXo3+b\/KwLy65pb2FPFVHklu1qju9Oq7dTF9MH3HTq9H9hnc6oJVkKc3IHtXx\/tdRK5AkvWL2hBI\/ckVPr8aBKgO\/pswi4ULQAb3LJa4lyD06n0W5H7nKSK\/NH1\/K4K8ps0h+G0P\/iesSP7cyQMLWjNA3Sv\/IVUx6NSI0OTHluAnvxf4mtxYleZvO2E8q6LqFpRcck+8W8pPezwW9+TlVppaduM+UO1W4Q3pBL33e22W9+TlV1vadoPNUk1sN6QUnqGC+hcFyN3G+XlT6Ja6DpBecZudEILeWY5qGTt6jav3IJb1giNVfzV0I04lwdSrJRuroutILoJfpz\/iD91h3bjWkF0Avs5z3T82bKi9xHSS9AHqZ8ezfM8NqvcR1kPQC6GX2AOgoYAlThTukF0AvEWKgfxpVnFsN6QXQS5wweDGZ4pSaj\/QC6CVaJBzMsOqHXC3pBdBLzFRoq1pObjWkF0AvYbNhabnVkF4Avaw6zV1dhbpfcOkFQA2kFwDlkV4AlEd6AVAe6QVAeaQXAOWRXgCUR3oBUB7pBUB5pBcA5ZFeAJRHegFQHukFQHmkFwDlkV4AlEd6AVAe6QVAeaQXAOWRXgCUR3oBFG+1WtzJfHEHDFAf6QVAeaQXAIVZrVbSC4DCrP5q7kImtayjBaiP9AKgPNILgMKstsxdy6SWdbQAlVn90dzlTGdBhwpQH+kFQHmaxNr+cyEWdKgAtVpUbjUWd8AA9ZFeAJRHegFQHukFQHmkFwDlkV4AlEd6AVAe6QVAeaQXAOWRXgCUR3oBUB7pBUB5pBcA5ZFeAJRHegFQHukFQHmkFwDlkV4AlEd6AVAe6QVAeaQXAMVYrVZNbm3\/uRALOlSA+qz+aO5yprOgQwWoj\/QCoDzLjK6N9AIonfQCoDzSC4DySC8AyrPA6NpIL4AKSC8AyiO9ACiP9AKAAkgvAMojvQAoj\/QCoDzSC4DySC8AyiO9ACiP9AKgPNILgPJILwDKI70AKI\/0AqA80guA8kgvAMojvQAoj\/QCoDzSC4DySC8AyiO9ACiP9AKgPNILgPJILwDKI70Axrq7vVltubm9m7ui+kkvgLG60+v66rLEYNs+qLfvP315etpsNo8P9+\/efPi8Xrc\/tv\/INKQXQEbXV5ftqX+9\/vzd69eXV9dzF\/Wy66vL16+\/azPp4vysOQrpBVC\/9frzx7\/5GOFcf5L1+vOHN+\/uHx7bR56evnx6\/\/bm9k56AdTv7vamHXg12hiYsaoX7Zfdkl4A9bu7vTk7v9h58OL8LH567ZfdeHy4\/+bVq9Ufbc8xTkZ6AeSyHwNFjL0eH+4\/fvzxpLHXf\/zXf356\/3a1Wh2LveSkF0Auy7nu9dtvvzSrUX7+y5+3n5iP9ALIaHvxXvVrDp+evvz0\/Q\/TZLP0Ashr+8apnTnD1SrcSbgt6dT7vZpsNnMIsAhxAqwJqpEbubu9mWZwGeVVA1isJLExbwHXV5fNsFJ6ASzLLBmWaqfNso7tOcbcpBdAIFNmWJxJywEKLh2gVrlzZfa5yvHKrh6gVpkCpoLcatRwDAC1Shs2deRWo54jAajV+AyrZsjVqupgACo2LH7qy61GhYcEUKv9KDr4GzGO\/XBNqj0wgFq1sXTstxFu6rrEdVDlhwdQq47fBD9jVZORXgBF6vgG5CWQXgBF6vgG5CWQXgBF6vgG5CWQXgBFct0LgCJ1rDmsnvQCKFjH\/V51k14AlEd6AcR1d3uzkOtYp5JeAHH1TK\/qf7PGvsUdMEBBpNcxiztggPguzs9WezruTZZeAARi7HXM4g4YoCDS65jFHTBAQaTXMYs7YID6SC8AypM2vR4f7t+9+dD+AqqDj8xOegEUT3oBUB7pBUB5pBcA5UmeXt+8erVzr\/T2V7FEIL0AimfsBUB5pBcA5ZFeAJRHegFQHr9rA4DySC8AypMvvcLmYtCyAOhPegFQHukFQHmkFwDlkV4AlEd6AVCegtJr\/1cA39zeDSksbVkATK+s9Nr+tR2PD\/ff\/unb+4fHkwtLWxYA0ys3vZ6evvz48eP9w+Pjw\/2HD3\/34d2bnl\/FIr0Ailduej0+3H\/8+OOXp6dmRrH\/LKL0AiheWem1c93r7ftPTXqd9IuApRdA2ZqAaZIg08YT2p85\/PT+7c3tnfQCWIr9xEoeNrnTa7PZXJyfSS+ARegYaaUdhOVOr\/X684c375pVG9ILoFo9wylVhqVKr3Y7x+73kl4A1To1S8Zn2Pj0ynVBLvkWAUhuTAaMCY\/Zw+\/oljNtF4AkkoxdBm9kTGRm\/R2J0gsgrrQBMCBRBhSQO7e+7iX3DgAYIF8GnLTZU394st9JL70AYpkgA\/rvon8lk+XW191NuTMAOkw5dum5uylX559EegGEMH0AtPvt2HV3VbPk1tddz7JXAFrjM2C9\/vzD9z99eXoaU8NJj3f\/1wSkF8BsUo1dxqfXsWIOljfjkOu5hnl3D7BMaQMgSXo1dgrbKTJCbjVCFAGwKMkDIGF6NdqUakuNk1uNQKUAVC9TBiRPr8Z+hsURriCAWqXNgIvzs9VxZ+cXSfYSbcjVilgTQJXyxUCmsdcm5KirEbQsgPp0rIYYSXoBkIv0SihoWQD1kV4JBS0LoD7SK6GgZQHUJ1965RO2zqBlAdRHeiUUtCyA+kivhIKWBVAf6ZVQ0LIA6iO9EgpaFkB9pFdCQcsCqI\/0SihoWQD1kV4JBS0LoD7SK6GgZQHUR3olFLQsgPpIr4SClgVQH+mVUNCyAOojvRIKWhZAfaRXQkHLAqiP9EooaFkA9ZFeCQUtC6A+0iuhoGUB1Ed6JRS0LID6SK+EgpYFUB\/plVDQsgDqI70SCloWQH2kV0JBywKoj\/RKKGhZAPWRXgkFLQugPtIroaBlAdRHeiUUtCyA+kivhIKWBVCfsEmwbbVaFZGyQcsCqE\/YJGjs5Fb74CzFvChoWQD1CZsEm+O1ha05aFkAVTo4vpnXsZIClrotbmUAtQoSDB1lRCivW\/T6AGo1Y4Z151b86NpIL4B5TR8VpedWo5hCAWo1WWwUeonroMLKBahV1ggp+hLXQUUWDVCr5FlSwSWug0qtG6BWCUOlytxqlF09QK1GBkxNl7gOquEYAGo1IGzqu8R1UD1HAlCrnqlT6yWug6o6GIBavRg\/y8mtRoWHBFCrk6Ko1txqVHtgALXqE0sV51aj8sMDqNXSpgp31H+EALXaCaqF5FZjKccJUKvVX81dyKSWdbQA1EF6AVAe6QVAeaQXAOWRXgCU538Bov8oPL70uXIAAAAASUVORK5CYII=\" alt=\"\" width=\"512\" height=\"354\" \/><\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Examples of activating groups in the relative order from the most activating group to the least activating: -NH2, -NR2 &gt; -OH, -OR&gt;\u00a0\u00a0-NHCOR&gt; -CH3\u00a0and other alkyl groups with R as alkyl groups (CnH2n+1) Examples of deactivating groups in the relative order from the most deactivating to the least deactivating: -NO2, -CF3&gt; -COR, -CN, -CO2R, -SO3H &gt; [&hellip;]<\/p>\n","protected":false},"author":842,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[14,1666],"tags":[],"class_list":["post-10916","post","type-post","status-publish","format-standard","hentry","category-chemistry","category-unit-08"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.9 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>The directing ability of substituent groups - Learning &amp; Education Portal<\/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:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"The directing ability of substituent groups - Learning &amp; Education Portal\" \/>\n<meta property=\"og:description\" content=\"Examples of activating groups in the relative order from the most activating group to the least activating: -NH2, -NR2 &gt; -OH, -OR&gt;\u00a0\u00a0-NHCOR&gt; -CH3\u00a0and other alkyl groups with R as alkyl groups (CnH2n+1) Examples of deactivating groups in the relative order from the most deactivating to the least deactivating: -NO2, -CF3&gt; -COR, -CN, -CO2R, -SO3H &gt; [&hellip;]\" \/>\n<meta property=\"og:url\" content=\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/\" \/>\n<meta property=\"og:site_name\" content=\"Learning &amp; Education Portal\" \/>\n<meta property=\"article:published_time\" content=\"2020-10-13T06:59:07+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2020-10-13T07:00:01+00:00\" \/>\n<meta property=\"og:image\" content=\"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2345\/noname1.gif?revision=1\" \/>\n<meta name=\"author\" content=\"Admin\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Written by\" \/>\n\t<meta name=\"twitter:data1\" content=\"Admin\" \/>\n\t<meta name=\"twitter:label2\" content=\"Est. reading time\" \/>\n\t<meta name=\"twitter:data2\" content=\"4 minutes\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"Article\",\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#article\",\"isPartOf\":{\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/\"},\"author\":{\"name\":\"Admin\",\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/#\/schema\/person\/ffb0504e2cfb71518790b2fffd668c59\"},\"headline\":\"The directing ability of substituent groups\",\"datePublished\":\"2020-10-13T06:59:07+00:00\",\"dateModified\":\"2020-10-13T07:00:01+00:00\",\"mainEntityOfPage\":{\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/\"},\"wordCount\":863,\"commentCount\":0,\"publisher\":{\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/#organization\"},\"image\":{\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#primaryimage\"},\"thumbnailUrl\":\"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2345\/noname1.gif?revision=1\",\"articleSection\":[\"Chemistry\",\"Unit 08\"],\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"CommentAction\",\"name\":\"Comment\",\"target\":[\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#respond\"]}]},{\"@type\":\"WebPage\",\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/\",\"url\":\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/\",\"name\":\"The directing ability of substituent groups - Learning &amp; Education Portal\",\"isPartOf\":{\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/#website\"},\"primaryImageOfPage\":{\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#primaryimage\"},\"image\":{\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#primaryimage\"},\"thumbnailUrl\":\"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2345\/noname1.gif?revision=1\",\"datePublished\":\"2020-10-13T06:59:07+00:00\",\"dateModified\":\"2020-10-13T07:00:01+00:00\",\"breadcrumb\":{\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#breadcrumb\"},\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/\"]}]},{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#primaryimage\",\"url\":\"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2345\/noname1.gif?revision=1\",\"contentUrl\":\"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2345\/noname1.gif?revision=1\"},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Home\",\"item\":\"https:\/\/astan.lk\/al_virtualclassroom\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"The directing ability of substituent groups\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/#website\",\"url\":\"https:\/\/astan.lk\/al_virtualclassroom\/\",\"name\":\"Learning &amp; Education Portal\",\"description\":\"Astan\",\"publisher\":{\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/#organization\"},\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\/\/astan.lk\/al_virtualclassroom\/?s={search_term_string}\"},\"query-input\":{\"@type\":\"PropertyValueSpecification\",\"valueRequired\":true,\"valueName\":\"search_term_string\"}}],\"inLanguage\":\"en-US\"},{\"@type\":\"Organization\",\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/#organization\",\"name\":\"Learning &amp; Education Portal\",\"url\":\"https:\/\/astan.lk\/al_virtualclassroom\/\",\"logo\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/#\/schema\/logo\/image\/\",\"url\":\"https:\/\/astan.lk\/al_virtualclassroom\/wp-content\/uploads\/2016\/11\/logo.png\",\"contentUrl\":\"https:\/\/astan.lk\/al_virtualclassroom\/wp-content\/uploads\/2016\/11\/logo.png\",\"width\":340,\"height\":51,\"caption\":\"Learning &amp; Education Portal\"},\"image\":{\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/#\/schema\/logo\/image\/\"}},{\"@type\":\"Person\",\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/#\/schema\/person\/ffb0504e2cfb71518790b2fffd668c59\",\"name\":\"Admin\",\"image\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\/\/astan.lk\/al_virtualclassroom\/#\/schema\/person\/image\/\",\"url\":\"https:\/\/secure.gravatar.com\/avatar\/f76e3d5e4e7064c8c128567b8ab726a35a2d3ac22ff5a60d673f87b8d4ee7333?s=96&d=mm&r=g\",\"contentUrl\":\"https:\/\/secure.gravatar.com\/avatar\/f76e3d5e4e7064c8c128567b8ab726a35a2d3ac22ff5a60d673f87b8d4ee7333?s=96&d=mm&r=g\",\"caption\":\"Admin\"},\"sameAs\":[\"http:\/\/lk.preceptor1\"],\"url\":\"https:\/\/astan.lk\/al_virtualclassroom\/author\/astan-preceptor1\/\"}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"The directing ability of substituent groups - Learning &amp; Education Portal","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/","og_locale":"en_US","og_type":"article","og_title":"The directing ability of substituent groups - Learning &amp; Education Portal","og_description":"Examples of activating groups in the relative order from the most activating group to the least activating: -NH2, -NR2 &gt; -OH, -OR&gt;\u00a0\u00a0-NHCOR&gt; -CH3\u00a0and other alkyl groups with R as alkyl groups (CnH2n+1) Examples of deactivating groups in the relative order from the most deactivating to the least deactivating: -NO2, -CF3&gt; -COR, -CN, -CO2R, -SO3H &gt; [&hellip;]","og_url":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/","og_site_name":"Learning &amp; Education Portal","article_published_time":"2020-10-13T06:59:07+00:00","article_modified_time":"2020-10-13T07:00:01+00:00","og_image":[{"url":"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2345\/noname1.gif?revision=1","type":"","width":"","height":""}],"author":"Admin","twitter_card":"summary_large_image","twitter_misc":{"Written by":"Admin","Est. reading time":"4 minutes"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"Article","@id":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#article","isPartOf":{"@id":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/"},"author":{"name":"Admin","@id":"https:\/\/astan.lk\/al_virtualclassroom\/#\/schema\/person\/ffb0504e2cfb71518790b2fffd668c59"},"headline":"The directing ability of substituent groups","datePublished":"2020-10-13T06:59:07+00:00","dateModified":"2020-10-13T07:00:01+00:00","mainEntityOfPage":{"@id":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/"},"wordCount":863,"commentCount":0,"publisher":{"@id":"https:\/\/astan.lk\/al_virtualclassroom\/#organization"},"image":{"@id":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#primaryimage"},"thumbnailUrl":"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2345\/noname1.gif?revision=1","articleSection":["Chemistry","Unit 08"],"inLanguage":"en-US","potentialAction":[{"@type":"CommentAction","name":"Comment","target":["https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#respond"]}]},{"@type":"WebPage","@id":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/","url":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/","name":"The directing ability of substituent groups - Learning &amp; Education Portal","isPartOf":{"@id":"https:\/\/astan.lk\/al_virtualclassroom\/#website"},"primaryImageOfPage":{"@id":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#primaryimage"},"image":{"@id":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#primaryimage"},"thumbnailUrl":"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2345\/noname1.gif?revision=1","datePublished":"2020-10-13T06:59:07+00:00","dateModified":"2020-10-13T07:00:01+00:00","breadcrumb":{"@id":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#breadcrumb"},"inLanguage":"en-US","potentialAction":[{"@type":"ReadAction","target":["https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/"]}]},{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#primaryimage","url":"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2345\/noname1.gif?revision=1","contentUrl":"https:\/\/chem.libretexts.org\/@api\/deki\/files\/2345\/noname1.gif?revision=1"},{"@type":"BreadcrumbList","@id":"https:\/\/astan.lk\/al_virtualclassroom\/directing-ability-substituent-groups\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Home","item":"https:\/\/astan.lk\/al_virtualclassroom\/"},{"@type":"ListItem","position":2,"name":"The directing ability of substituent groups"}]},{"@type":"WebSite","@id":"https:\/\/astan.lk\/al_virtualclassroom\/#website","url":"https:\/\/astan.lk\/al_virtualclassroom\/","name":"Learning &amp; Education Portal","description":"Astan","publisher":{"@id":"https:\/\/astan.lk\/al_virtualclassroom\/#organization"},"potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/astan.lk\/al_virtualclassroom\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"en-US"},{"@type":"Organization","@id":"https:\/\/astan.lk\/al_virtualclassroom\/#organization","name":"Learning &amp; Education Portal","url":"https:\/\/astan.lk\/al_virtualclassroom\/","logo":{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/astan.lk\/al_virtualclassroom\/#\/schema\/logo\/image\/","url":"https:\/\/astan.lk\/al_virtualclassroom\/wp-content\/uploads\/2016\/11\/logo.png","contentUrl":"https:\/\/astan.lk\/al_virtualclassroom\/wp-content\/uploads\/2016\/11\/logo.png","width":340,"height":51,"caption":"Learning &amp; Education Portal"},"image":{"@id":"https:\/\/astan.lk\/al_virtualclassroom\/#\/schema\/logo\/image\/"}},{"@type":"Person","@id":"https:\/\/astan.lk\/al_virtualclassroom\/#\/schema\/person\/ffb0504e2cfb71518790b2fffd668c59","name":"Admin","image":{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/astan.lk\/al_virtualclassroom\/#\/schema\/person\/image\/","url":"https:\/\/secure.gravatar.com\/avatar\/f76e3d5e4e7064c8c128567b8ab726a35a2d3ac22ff5a60d673f87b8d4ee7333?s=96&d=mm&r=g","contentUrl":"https:\/\/secure.gravatar.com\/avatar\/f76e3d5e4e7064c8c128567b8ab726a35a2d3ac22ff5a60d673f87b8d4ee7333?s=96&d=mm&r=g","caption":"Admin"},"sameAs":["http:\/\/lk.preceptor1"],"url":"https:\/\/astan.lk\/al_virtualclassroom\/author\/astan-preceptor1\/"}]}},"_links":{"self":[{"href":"https:\/\/astan.lk\/al_virtualclassroom\/wp-json\/wp\/v2\/posts\/10916","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/astan.lk\/al_virtualclassroom\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/astan.lk\/al_virtualclassroom\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/astan.lk\/al_virtualclassroom\/wp-json\/wp\/v2\/users\/842"}],"replies":[{"embeddable":true,"href":"https:\/\/astan.lk\/al_virtualclassroom\/wp-json\/wp\/v2\/comments?post=10916"}],"version-history":[{"count":2,"href":"https:\/\/astan.lk\/al_virtualclassroom\/wp-json\/wp\/v2\/posts\/10916\/revisions"}],"predecessor-version":[{"id":10919,"href":"https:\/\/astan.lk\/al_virtualclassroom\/wp-json\/wp\/v2\/posts\/10916\/revisions\/10919"}],"wp:attachment":[{"href":"https:\/\/astan.lk\/al_virtualclassroom\/wp-json\/wp\/v2\/media?parent=10916"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/astan.lk\/al_virtualclassroom\/wp-json\/wp\/v2\/categories?post=10916"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/astan.lk\/al_virtualclassroom\/wp-json\/wp\/v2\/tags?post=10916"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}