{"id":156258,"date":"2023-08-30T11:28:37","date_gmt":"2023-08-30T05:58:37","guid":{"rendered":"https:\/\/www.gkseries.com\/blog\/?p=156258"},"modified":"2023-08-30T11:28:39","modified_gmt":"2023-08-30T05:58:39","slug":"in-the-circuit-shown-below-the-angular-frequency-%f0%9d%9c%94-at-which-the-current-is-in-phase-with-the-voltage-is_____________rad-s","status":"publish","type":"post","link":"https:\/\/www.gkseries.com\/blog\/in-the-circuit-shown-below-the-angular-frequency-%f0%9d%9c%94-at-which-the-current-is-in-phase-with-the-voltage-is_____________rad-s\/","title":{"rendered":"In the circuit shown below, the angular frequency \ud835\udf14 at which the current is in phase with the voltage is_____________rad\/s."},"content":{"rendered":"\n<p>Q. In the circuit shown below, the angular frequency \ud835\udf14 at which the current is in phase with the voltage is_____________rad\/s.<\/p>\n\n\n\n<p><img decoding=\"async\" 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\" alt=\"\"><\/p>\n\n\n\n<p>Ans: 20000<\/p>\n\n\n\n<p>Sol:<\/p>\n\n\n\n<p>For the given parallel RLC circuit, current will be in phase with the voltage when circuit operate at resonant frequency. Resonant frequency in parallel RLC circuit,<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"199\" height=\"66\" src=\"https:\/\/www.gkseries.com\/blog\/wp-content\/uploads\/2023\/08\/Screenshot-625.png\" alt=\"\" class=\"wp-image-156259\"\/><\/figure>\n","protected":false},"excerpt":{"rendered":"<p>Q. In the circuit shown below, the angular frequency \ud835\udf14 at which the current is in phase with the voltage is_____________rad\/s. Ans: 20000 Sol: For the given parallel RLC circuit, current will be in phase with the voltage when circuit operate at resonant frequency. Resonant frequency in parallel RLC circuit,<\/p>\n","protected":false},"author":419,"featured_media":156260,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[5141],"tags":[5140],"class_list":["post-156258","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-gate","tag-gate-questions"],"_links":{"self":[{"href":"https:\/\/www.gkseries.com\/blog\/wp-json\/wp\/v2\/posts\/156258","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.gkseries.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.gkseries.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.gkseries.com\/blog\/wp-json\/wp\/v2\/users\/419"}],"replies":[{"embeddable":true,"href":"https:\/\/www.gkseries.com\/blog\/wp-json\/wp\/v2\/comments?post=156258"}],"version-history":[{"count":1,"href":"https:\/\/www.gkseries.com\/blog\/wp-json\/wp\/v2\/posts\/156258\/revisions"}],"predecessor-version":[{"id":156261,"href":"https:\/\/www.gkseries.com\/blog\/wp-json\/wp\/v2\/posts\/156258\/revisions\/156261"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.gkseries.com\/blog\/wp-json\/wp\/v2\/media\/156260"}],"wp:attachment":[{"href":"https:\/\/www.gkseries.com\/blog\/wp-json\/wp\/v2\/media?parent=156258"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.gkseries.com\/blog\/wp-json\/wp\/v2\/categories?post=156258"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.gkseries.com\/blog\/wp-json\/wp\/v2\/tags?post=156258"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}