{"id":389075,"date":"2023-01-10T11:05:43","date_gmt":"2023-01-10T05:35:43","guid":{"rendered":"https:\/\/infinitylearn.com\/surge\/question\/total-number-of-bonds-in-pcl5-which-are-at-90-to-each-other-is\/"},"modified":"2023-01-10T11:05:43","modified_gmt":"2023-01-10T05:35:43","slug":"total-number-of-bonds-in-pcl5-which-are-at-90-to-each-other-is","status":"publish","type":"questions","link":"https:\/\/infinitylearn.com\/surge\/question\/chemistry\/total-number-of-bonds-in-pcl5-which-are-at-90-to-each-other\/","title":{"rendered":"Total number of bonds in PCl5 which are at 90\u00b0 to each other, is"},"content":{"rendered":"","protected":false},"author":1,"template":"","meta":{"_yoast_wpseo_focuskw":"","_yoast_wpseo_title":"","_yoast_wpseo_metadesc":"Total number of bonds in PCl5 which are at 90\u00b0 to each other, is","custom_permalink":"question\/chemistry\/total-number-of-bonds-in-pcl5-which-are-at-90-to-each-other\/"},"categories":[1],"acf":{"question":"<p>Total number of bonds in PCl<sub>5<\/sub> which are at 90\u00b0 to each other, is<\/p>","options":null,"solution":"<figure class=\"image image_resized\" style=\"width:26.4%;\"><img 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\"><\/figure><p><span>Hybridization of PCl<sub>5<\/sub> is sp<sup>3<\/sup>d hybridization and its shape is trigonal bipyramidal geometry. There are 5 P-Cl sigma bonds are formed in which three P-Cl atoms are equatorial bonds that lie in one plane at an angle of 120\u2070. Rest of two P-Cl atoms are axial bonds that are at right angle to the plane of equatorial bonds that is one above and one below the plane.&nbsp;<\/span><br><span>As one axial bond is at right angle to 3 equatorial bonds, there are two axial bonds-so total 6 right angle bonds are there in PCl<sub>5<\/sub>.<\/span><\/p><p><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mtext>&nbsp;Total six&nbsp;<\/mtext><msub><mi>Cl<\/mi><mi>Ax<\/mi><\/msub><mo>\u2212<\/mo><mi mathvariant=\"normal\">P<\/mi><mo>\u2212<\/mo><msub><mi>Cl<\/mi><mi>eq<\/mi><\/msub><mtext>&nbsp;bonds are at&nbsp;<\/mtext><msup><mn>90<\/mn><mo>\u2218<\/mo><\/msup><mtext>&nbsp;to each other.&nbsp;<\/mtext><\/math><\/p>","subject":""},"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v17.9 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Total number of bonds in PCl5 which are at 90\u00b0 to each other, is - Infinity Learn by Sri Chaitanya<\/title>\n<meta name=\"description\" content=\"Total number of bonds in PCl5 which are at 90\u00b0 to each other, is\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/infinitylearn.com\/surge\/question\/chemistry\/total-number-of-bonds-in-pcl5-which-are-at-90-to-each-other\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Total number of bonds in PCl5 which are at 90\u00b0 to each other, is - 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