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Grade 11Marks and Rank in IIT JEE

tanX.tan(120-X).tan(120+)=1/3^½
find the general form of this equations

sachidanand halhalli

7 Years agoGrade 11

1 Answer

Deepak Kumar Shringi

7 Years ago

v g^{hh fggdfy yvgg_{hfvfvf vgvyufgfsdfusdtbggtffhhhhbtddfdfdcvdyucdugd bsdfsejhsdsbvhdssvchsd cds}}hgdsfghds chdyfsd sdsgavhgdfsduds hcgcftydcbdsucydch cdcydycvcds scudsvusc cdvcdsjggscvdwfweods asusdwkvb gfdsvsdhvdsgsd shcdsyccsgcsdc schsdhgcvhsdccsdctysdc ss cjscvdcwdvdcsd. svmfhvb c dscvhgdssdfschgvsdhgcsdc. vdcghdvcghd bchsdvcydshdshssdvhgdsch dcvcghch sdcvchvchgcgsdghc hsvcdsvcvdsghvhdsvcdsvjgsdvdvdhcvdhv dfvdghhdsc jeddvjfdbv s geufufgfgeu ejejyf jhgfufutdfvgfuvbuv jdfguyfv jhfd nbv fdb dvfdbv gsfghfhafvgfd fgefvgfvgsffvu fvdfvjfvgvvhgfdvf fgjffhfv vsvjbsjvfj vhgvgfdbv vvgvfvvsjhvadhjgcs ＞vdfbnvg ufrss gbgdhdtxchbvhfhjvfbvjbhjhjvdgsvhgsjfvgfugvwrgfhgfhcvdvcdcd vbhfsvusdgkugvuvadvduvgdsvdsvhdc chvgdsugvudgvdsbfusduf dibsfgg dyivbvudfivgfufbs hsdfhjbkwebhfeueeivevevfeyuhhhubjvfjbsdfvefujdgvgdsfvugkewc dsggvkuekvyvufbhjvbkfbvufv vchgdvdkschjbdsjhgc jsgdcuydsufds

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