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https://goo.gl/9WZjCW if sin^-1(2a/1+a^2) + cos^-1(1-b^2)/(1+b^2) = tan^-1(2a/1-x^2) the prove that x =(a-b)/(1+ab)...","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/1840711/d477a50cf1bb004237e301662ff5da73/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/cfKyzQAAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"14","reqid":"1765104600964827-17979365060338232493-balancer-l7leveler-kubr-yp-vla-113-BAL","summary":{"fullTextUrl":"/int_search_summary?data=http%3A%2F%2Fwww.youtube.com%2Fwatch%3Fv%3DU92LP3da4r0","linkTemplate":"/video/preview/4165374203102149994?parent-reqid=1765104600964827-17979365060338232493-balancer-l7leveler-kubr-yp-vla-113-BAL&text=1A+2.0&t=%%timestamp%%&ask_summarization=1"},"isAdultDoc":false,"relatedParams":{"text":"if sin^-1(2a/1+a^2) + cos^-1(1-b^2)/(1+b^2) = tan^-1(2a/1-x^2) the prove that ..","related_orig_text":"1A 2.0","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"1A 2.0\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=U92LP3da4r0\",\"src\":\"serp\",\"rvb\":\"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_E5EDggQkAYAEKyqLARABGniB-_8B__sGAPb-AwX-Bf4B9gH4APn-_gDx-P0F_wEAAPUB9gQBAAAABRL2AP4AAAAa_vcI-gb8_wv49_0DAAAADPr5_P4AAAAOA_j__gEAAPn0CvEBAAAAB_z7CQAAAAAADfryAAAAAAABAQMBAAAAAAACBgAAAAAgAC3En-M7OBNACUhOUAIqhAIQABrwAX_0Bf7N5d7_uRfc_8su3AGVNyv_7DnyAcn64gG_G84AzSMHAOEXyv7k_B4CrB4KARfRpQP4xgIAHMEa_wLKvwAH6QkBN-PpAF4aFAEG9O0AwSgi_QS7-QEM0-P_OCznARDbE_4xB9D-8RnRAhwDJAEsFUUAHPIpA9ag_AHzzvsD6NbR_QUc_QbEyOv42vM5CRywDAQSBgryzRfw_O4PF_Xv8SH3CTfM_QsMBBEwDtUCt_oDAQ_57AwpFRbw2RHsA8_vNwfg-wb_-QcL__7uA_bdAPUGF7rgCxHoAQruCBP0CcXp7s_h8_IDFugE2Qry6CAALUXi9jo4E0AJSGFQAipzEAAaYCcCADETRdgZ-QX1LO0ABNny9Nz86uoA8BoAFR38DyEU3Mj78_8U4_nwuwAAAAYDDDIEAAVXHQMBNgAg2gya3gIpf_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-AADgvAAAuD0AABA9AAABvwAAuD0AAEA8AAAwvQAADL4AADC9AADoPQAALL4AAIg9AABMPgAAoLwAAFQ-AACCPgAAfz8AAFA9AACIvQAAij4AAPi9AADovQAAoDwAAOA8AAD4PQAA6D0AAEA8AACAuwAAcL0AAKA8AACYPQAAuL0AAIg9AACYvQAAkr4AADC9AACYPQAANL4AAEw-AAAQPQAAML0AAEy-AADYPQAAqD0AAPg9AACIvQAAhj4AAFC9AACiPgAAPD4AADy-AACgPAAAGz8AADC9AAB8vgAAML0AABA9AADIPQAAyD0AALi9IAA4E0AJSHxQASqPAhABGoACAACevgAAcL0AAGS-AABLvwAAMD0AANi9AAA0PgAAgDsAAHA9AACoPQAADD4AAIo-AACavgAAmL0AAJi9AACgPAAAqr4AABk_AAD4vQAAZD4AADC9AAAkvgAA2L0AADy-AAAEvgAAPD4AAOg9AABQPQAAuD0AAIg9AACYPQAAqD0AAIK-AAAQvQAA4DwAAEC8AAB8PgAADD4AAKK-AAAEvgAAjj4AABy-AABAvAAAVD4AAJg9AAAkvgAAf78AALi9AABEPgAAyD0AAOC8AAAQPQAAFD4AANi9AACKPgAAiD0AAOC8AACIvQAAyD0AALi9AAAMPgAAiL0AADy-AADgvCAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=U92LP3da4r0","parent-reqid":"1765104600964827-17979365060338232493-balancer-l7leveler-kubr-yp-vla-113-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["4165374203102149994"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false},"16256201313337062059":{"videoId":"16256201313337062059","docid":"36-7-0-Z76809DEC25AE7D27","description":"TOS-1A - 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