Chemistry-
General
Easy
Question
The correct IUPAC name of
is
- 7-bromo-2Z, 5E-heptadiene
- 1-bromo-2Z, 5E-heptadiene
- 1-bromo-2Z, 5Z-heptadiene
- 1-bromo-2E, 5Z-heptadiene
The correct answer is: 1-bromo-2E, 5Z-heptadiene
Related Questions to study
chemistry-
A naturally occuring substance has the constitution shown. How many stereo isomers may have this constitution -
![](data:image/png;base64,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)
A naturally occuring substance has the constitution shown. How many stereo isomers may have this constitution -
![](data:image/png;base64,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)
chemistry-General
chemistry-
Correct configuratIon of the following is 3 -
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)
Correct configuratIon of the following is 3 -
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKIAAACGCAYAAABez1E7AAAgAElEQVR4nO2dd3wc5Z3/3zOzs31Xq+ZVt2RZ7gUb94IxuNFsTCBAEkog8Eu4kJDc5XK5kARyySV39zogkNwlIQmEThwItomDMaYZF4w7rpK7LMvqq7J1yvP7Q5K9kq2zsWVr7cz7H72kmXk0+8xnv0/5lpGEEAILiz5G7usbsLAAS4gWKYIlRIuUwBKiRUpgCdEiJbCEaJESWEK0SAksIVqkBJYQLVICS4gWKYElRIuUwBKiRUpgCdEiJbCEeFqs4KQLga2vbyD1kUAIhDAxheB40JwkI0kSiiQQSO1yFSYIgZmsXUlGlmVkCRAGpnnycUmSkGUJ6UJ9pBTEEmJPCAFShzRad9C8+ml+8vIePtjegMul0jzyDkZOuoJnL99Mi6+Al+tKyFr5GDXb1rGsORc9EkL1BqgbcRe3X381/zjVQ93yh3nr7RW8uDuIFovgcXk5ljaX2dfN4OtfHEmQv98hyhJiT0gSwtRJNO5h/7uv89GS9/hod5y9zSbBsETsaDmHPzVYun8JDUUzWZtVzOTWOK1HtrP7k/UcigH5E8jMiRDTRbul1KKEa8o5smEjO+oAzyDSx01iWsLA7OvP29cIix6JNx4Qnz42THxlRFC47F8RD736sVgtDFEXahZi+0ti4xPXi5IAIvuKe8XX3xFiV7MQzZtfEYu/oojbvnK3mPWrfWJjZaRLm23l74id/z1VzLvrXuF54G/ivZ11QgghjL74gCmEZRF7pJHwkfW89UaIKkYy6YE7mDV1HJORkdL84J/OyEiIB+fvZ70nk7AGsh/8OXnk+GX8coBoVgH9s+1dWvVkF5Cf6aKkqJCjmcMpLcoC/n6H5E4sIfZEeCON5at5a/0A7NfM58s/voKJPjqWJRJCKkAdcwff+nYzH9cV87oNRAy0tjbCCUFCTqDHwrTG7GQ6TjRrRttoi+n4HSoFfifxmAEepc8+ZqpgCbEnDpRzZNs2dsfSKfFmku0DFaBjbSsB2Dww+G5GDrCTD+Q4Iap3rHNsDuxuP35/12Zlvw+/y4aqgCHMLptD4njrp+Z0xy9mLCH2QFPVAaoO7aEpYx6DgpkEga6DbIdldObgdoK746+mpCApCtH9a9lV9wS/OuymKE0hqpnIqgutdictW/ezNXMKaq7Uvq3T0Z5kHqPpwF4+/mAPR5vD6IEsMkZdyZCSfEZkXLoiBEuIPdIaqqeprRaKM/AHM8gGHF3OSLKMSciKDUlWCe9Yx+6Kdfzw+VO3nzE3yswpMvJxJQqI76Jq/Z948lvPsaolStjfj/53/Zb7bslixHTHqRu6RLCE2AO+tGwy+vVHPuZFtsk46L6g6LCIdBWjqesIQ8MzYirDpt7KHWPd9A8kWcSa7TRv+RMfBVzENBOzc3dbSNCSTVbJNXz+qSks5ACJtmbeeesg0VWbqJ4++ZLeZ7SE2APpWbnkBAuQmxtpaQzRAATonCdCu/xMJLORljaJ+rCXglwHsmQiTANXyQQGT/kH7v+cTEZyw5EKwq9toLnKySfJXhZJAvLILCvhxkleAjRC4mNiW2tRDAMN0Ok+Pbh0uFS/YOdORib9/D7kvRs4sqeczc3QCnT6ngWAGYWW5Wze8D6/eKOavbXgsre77IQeJxFupqW5a7NmcystUR3dBFnq5tbLCqBmegkAmAegpobg/NkMmDONAi5dEYJlEXsmfwbZY9q4c8yPWLPjNX79wxH4vjON6wraxSOhgVHBe88cYY9exNApGWT3A1u1B48d7Iod1enF5+zarKQoREOHOVpfQ5VXw+lM2rpRFBKhSo6u+i2r1qxiVZWTnUPKuG56kPlc2ls8lkXsCUcxgTHzeeC2fC6XPmX9r57m7Q9Xs0qLcqy2nmh4I7t27mDJ+15iZgE3TvWTDlQfPMSRkEGooZHW2oPsOxbu0mxd5R62lR9g564d7N+zjT0H6gAwOo5rzUeoWvt7li35gKf/sp3VK1eza185+oX99BeevnbtpDaG0JsqxPqn/0H8aApi5OAskVZaJgaWlYrC3Fni8qk/Ej/96y6xJREVCbNCrH38TvHP4xyiwIEABLmXi7R7nhePvhsSwtTEscUPiqdusYv+ro7j7jLhn/5j8Y3fbRKVQghTCGFGW0Tz/rWiYvtSsWzJH8Q/zfm2+PH3nhMfCSGa+rg3zifW0NwTQoAkowQGMmbezXjMCprejbL5qILHY6elsYy8kiFMnFZKmaqiagoOVxrZZZczOjeX4dEQqjeNulwvPocEkoTs8JNRPJZRc/MZEmnD7XRRk5aJ360enyNJTh/+kkn4gYHDQziX76Xa1UoMSPRhd5xvJCGssnSnRyCSYhElSQLRsYGTFEcohHn878eRJCSk9kWxEAiSYhrbT0CSOtrsRiIc5uNXXiGRlUn/BTeSC3jOw6dLBSyLeFradwolqV0wVVVVrFy5komTxjN40NDkU5Akuf1nT00li7I7psHRlT9j9Qcr+NMOHw3NMfyZOeRN+zJXjh3HJC5dEYIlxDPghGpM02TLli387ne/Q5KkE0LsBd+bQBBvPEjtvk18ui2No7Ut5JQMIWNBMZ7ctEtahGAJ8YwRQpBIJAiFQlRXVxMOh09/0WdAkm0UXv9z7pj5MAviMrphoqh2nGnZeFy9+q9SEkuInwHTNNF1nUQigWEYp7/gjGkf222eLPyeLPw9HL+UsfYRPwPtSU4yiqKccnFxDi2f4/GLH0uIFimBJUSLlMASokVKYAnxLLB8AL2PJcTPQLt3RSDLci8vViwsIX4GdF3HNE1sNhuybHVdb2L15hkihKCtrY14PI7P58PhuLRzSC40lhA/A8lCdDqdp7/A4oy5oEI8/ST/DBYB1kLhDElKaTjdmaLrz9O3egaNfUYuqItPkiQidZUc272JwxEbLbqCXcSJeQtwBgcwpTQdf+Iotfs2UFEvUR+x4VI0YkoWtkABo4flkOuz95kZb4/AkY4vWlKbjnRXrZKGg5Ws3VWPZpjIsoQwBa68wWQPGMqILLB3rLskyUSL1FKzYwtHmhLU6U5sRhTDlY6RNYixA3IodLcR2reWA8fCHG51YpcSCMVHwl3I0EE5DMjxJiWYfQYudCTu/hUviCemymJ0OgJJFQ4JwajbRc6/rhVbG4QQ5a+Jv31VETNKEKAKp4Ig+yqRecOz4k+76kT0Qt9wB4ZhiPLycvHkk0+KGTNmiJdeeqmP7uQzYMaFKP+leONfpwu7ogjak1YFILJmPShufKlRVHQJ+46Jxv1LxYs354prgghsLmEDQdEkwb1LxHPbTSFaysWGR0vEl8cikJ1CAUFgmGDif4lHl5afdRS58sgjjzzSS1/BM0JRnbjS++EIbwdaaRp6FxNn38hX545gcokPt8OO5MomQBMGGrtcVzJ0xrV857apTBsZJNOl9olFFELQ1NTE3r172bVrF+PGjWPkyJF9cCf/F0nBEaEt1K5+lsd/vpHllVkMvfNzzJs9jxuvnsCs2YWk1VZR+7fVHAsMwJYTpMQLICHJdhz+AhxUY49U0tR/NsVXfJEH5o9jzrAssjwKijMdry2OT9SzQR2Lb+S1/MuXruLaScXkB5xnNcxe2OgbIfAXDmLC3Q+TyzpyPt6GMfifuHv2CO4a3nGOo5TSa79PqT9BTv56Pqp+gIXzJ/P1WekdbfD3EANwlnR2jEHTlndYt+glfvP+GHJv+By/+v4NjD9+3j42P/YDnvvBCyz+y2hqndmMuSmXgKrgTBvAsAVfJTetgf7qVrS8exg6/TZ+dGXntQGCU+5nQVY6wzNjrK34Ermjr+XRewvaD5/l87mwQkzaBI4ldOKawEhEiMVNuq+bYtEYEgqDc9LJdCetUC0RnoZmaFnFO0u38eIbmcz67r1cddOVjOhyTilj5l2PK9bIst+8yQeGyZtTvs3VhZDbcUY8niCmg56Io8UTdM+q1qNR4rqgOCuNfhk+jj/Bs3w+fTPvFwLDMDGRkW1O7M6Tb8PpsOGyy/iddmzW5vGZEw1h7H6frVur+Lg2n8JxpVw2UKI9tlZ0pA8Cw0ZSes1ERmgVSNvW8P6OJipDJ5oxDANTSEiKis1xcmq/zaniVGV8ThWnTcEwzm3x1mdPWJIkMHX0SIjWUBhMDUNLkDAhHo/T2ByhOWqQ0I2LYIWaOpjhCPU7P6WqKUZdWhEut0hKM+gsDgAQRCsexrRgnLJ4Jdt31FDbcCLYtz1BTGDEWok0hwhHY2BqxDUdTUBLUytNYZ2YZmD2wvPpswhtxeklUXeUAx9+jZ+94OPVDAkhQEgyCJPEsR1o6QORFxi47X1vEWVZxuv14nQ6sdlsuN3u01/UB8iSBIaJEUxHdhaT63GSfcoz05DVAgoG2cl1GoQEmElB57LdjZkwqF36U9Yt+gMbs2UUGUzRnhqrNx5AN3TicxMMHH/uVSj6MFWgfSPB1GJoukw4LHUMG+1C1GIJTF3gFKCqNsBg985dVFXXoOs6QojzHnjQaYkdDgeyLFNXV0dFRQWhUIgdO3ZQVlZGPB7v5bSBs7tPSZLILxlMWjTS/ruigKwgS1LPw55Ju3k81QkS7amxepxELEI4IqFISUKMxjE7Xv3RG/SZEI1YG2p2LgO+/BtuvnIMD060oxsCQ3Yi9BhtK77Pmu37eNKlYMoyiUgLv3jiCV57YwmhUAjDMC5I4IFpmgQCAbKzs/H5fEQiEaqrq3nllVf46KOP+lyE0D6VcTgcfOGu+5k53I8Nga0mhLH3EMciMeo5VSpqM6ZxhKqKONVH5c56Ascx41Fkh0y/+T9k0sSb+fernficMlFdRrI5iH3yGypWvcB/CQdtsXPvgz4TohAmkqKipgXJzMnE7kpel9nx52QQrKzCYSpomsDucHLtdddRWDyAaDR6QSxiMrqu09DQwP79+2ltbaW4uJhRo0Ydt859iaZpqKpKTrAfnnQ33qEjyU//kKymDzhw+G4OjIf+ErQvVjoLjMZwxls42uAnpuQxbGg2mRknhlghTJBkbJ4M/NlBMjp2zzq9Jr68bCIZbtyttl55Dn0jxI4kJEmYmIkIsbAB3apdtTW30NTaRpst0T5RVlzcsGAhNyxY2Ce3XFtby6ZNm3jnnXcIhUJMnjyZhQsXEovFMM2+fUuKaZrIskxOXn8CAQPFP5Nhg9czfPU6ytdUsLGojMkTwEFSGbyG/VSu280h+0BcgyZw5chMCpIKOcqyjIxoH5qjcQSOLjsz8ZZWmlpaaI3FcHe4Ds+FCyrEZCvmdtpw2SUUpxe36+TJbrythmNHdrJTrac50ffDX0ZGBoWFheTm5uJ2u8nPz2fIkCHnIbX07LGpdhSbAs7rGDv5Ta7dvJZ///UfiLS5uGrCTMYcP/MgW1/5I8//aBG7Jj/ChM9/nutzISupLZfLidsuYXO4cLgcJ20PGokwDUd3sjtyFL0khiJ1JMFeDBvakiTRVn2QvauX8u6yLazcfYzyfb/m1bZrkNou5/rLgqRrRzi0/g2WLVvFn1ZX0aI+w5t6LaWxaVwxuZjCNEefVAq02Wy4XC6cTieKohwPA7PbU7F8po3CiTdxVXMz5fEaDpT/jief2k6J3UnQaMJU9rJ3bSOHB97CzBtnM2tmEVl2AJN46xEqP/6I1UuW8c5anW3eVzjWqPOENoX540sY4GmlYfvfeH/pIv68MkJF7DUaGwz+W72a2VcMYnC+j7OK1Dx7j/rZsX/F8+LxyYgRXk444YfdKvp9b63Y0iCEKP+zWHY/YnpR+3EZBOlXisD1z4hXd1pBD5+JeKsI//UB8Yvbc4UsHd/LFoAYevPD4rtrhDgcTr4gJhr3LREv3BQUczIRILefnz9BcM9i8cfOoIdH+ou7Rycd9wwWjPtP8ciSsw96uOBzxOzhU5j3w+coa7MR0m04RIyIvwRX3kCKPIBtPKPveZ4fXKdQE1FxS3GitiC2jBIm5vnOLsSol+icVoiU32DvGB/tXtyT7md+9myyr20jYZjIEghTkDl4AsWjIK/LdqgNT78xTPnGL8n9Qow7dTeqEUZ3Z2MERzA1XwJnkOKFj3H/hDCzWjzYRRTT5ifuKeWykUHOdnf1gpalE6dd6Z7BBCP5raEXENM0KS8vZ/ny5SxZsoT777+fW2+99YLfx5lzJpO1rm9GOJOuPW2rZ/l8LqjL4vTL/DP4AH2UPSeEIBKJoGkaHo8nReeGyZxJP3V9V8yZdO1pTznL59P3vrOLiEgkQiKRwO12XwRCvLiwhHiGiI6ydLqu43A4sNmsQmq9iSVEi5TAEuJn5OJZOV9cWEK0SAksIVqkBJYQLVICS4gWKUE3IV7gCbg137fooNtmmASmhpmI0BbTiWtme4kNmwub3U5A1RCSQlQ4cNpANuPEw23EdYEmJCQhEIoKqhu/S8Uu6WjRZmKaIK5LSJJASDZQHHjcDpyqbGWHWgCnCgNr2UHo3cf43jM7WLaxDrdbITTmfkZNn8sbk9bR6izlj5G53DzWIKdyOW/9/BHe2BlmfVs6Xq2OtoJpKFPu41f3TmOmZzef/v4env2wnmX7M0hXWol6hqOXLORfvnkVt0zMx42VqmzRTYjRwx+w/e03Wbl0O7tb7ThLiwlKgixHPc7DK3i+YjFNOXPYNXou8zQFh9OLOysfe3g5kYpyyh35eHLSmJjmwK0CNgf2tDzSRAVSzQE2tGZBsY0rx7lJc6mWAHuZMw9zSD26CHHPS/fyP8828Ny+L/CtP32NuxaOYDBgP7SY/cv/wJzvrqVuUCl3TACbDrb8q7jmZ1cx5LL/x4y3nueZgieYfMV1/HSWq8P3XcaI+9+gbOQTzFq5iFv33s7lk2ex9L7B5xxabnEyZx7mkHp0EeLSxYI613TmP3ovcycN53iJof7TKJmW4Gf31vGhlEdzHCLxE9e53R1h5S4PTrfrpAAMh9NJwGNnQFERxQX5J0SYql/Pi4nksKvYRhrWruC7T2/kUF0bLpeKEYuTNmo2g298kDvHOig5HjBooEX3s+WPv2TVhgrWRoJIsUYkXz9Cw27jS/OmcMdIqF7+Y1as2sji/UEUrQ27K0B94CrmXTuZO68dSIDe2XrpIsR3txRgmzWLLzw0ljFuOBGvlok0dAG33FfH0Logr0ngTIrXj8USxDQwtQS6fnIdG11LoJvQz+vAb0+60BLhuSNJIDSM5kpa1q1k+fJ3WP7JXupCcbLsEqZWh1yfYHesjCIxiczJQfwdT10YEVqOVFCx+m+8swdCAsgdh0edxezpAoQg0bCPqq0rWPM+HIsAroG4x5YxctJlvfr+6C5CrEgEKPClk+HuPJAUryapMOBLDOqv8A3A0yVUWrS/HtbmQHWc/P2wOe04bBKmbmKYXfds/i+jaBnMM6TmE+pX/icP/DTKRjGeb776JFNLcihqa8Lp38WaZ/7Mi/98D883Pcou8VUemWzDrSqonmFc8fBr9J/6ayY//21ecX4NMfYb/NsN+VxW6AZZUHjrs9w/eAFXLHuch3aMYX+/+fzlaxOYMiS7x9z8s6GLEFuyM3Dk9iMH6FohusMyqn7save6UCCrTsxYhPoPnmbp9g/RlikokoQuJCRJJr7vXRoa6zh2mc4YNenWRQQpWsGW9zax+sNyagwD+8Cx9J9yPVcO8FLo7aVPecliALUc3LSOpc9X0JAxlxFXLWTO2GGMAkjPAPoza3oV5syV/GTXKha/XMicknlMKnTglVRUp0r+gAGUZktkefIxCgczqkjC1m59kFU3mUWDGVrgY2BiMFLB5Vw2JIitlzPYum7fFKbj6xcgk+5i6xrJ2x1ZdWDGIbThdQ412dhs66xY0X6FoWvY07LJH2jgSBaiGYHmzWx960V+88uVVACMmMfI0CiCN5dROLAvM1S60lm2OPn3PseMQ+hdtq7ZxDPLMxj7H9ez8NsTGCoAqXM8seEaNJUFD3+Olx/8kMWvv8Bbt0zG368fEzrS7aJtbbTFIaFEMaOtNEd8ZHtOfD493EJLVCPDbSfhdxKOmPh9veuU6yJExekBWUKlu8ntmtvQHSMeQXEr5Mz/F8YPnsR9Y1VsioQmZCRJIbblBQ5WbOX1DJVwPCkHWHNAZCiX3/49vn/dQ2S497BjXZRVb39E6zgP8YH9zy418TygKAo2mw1FaTcFqfCeFaElSHy6nv27D7GbAsZneAnaTmE2fNkwZhzj+q3k0M7tbNp0hNEF/ZgwqKOdjtMkuxu710+gW30SW8BHwK1ib5N6pfLXqehqEetraKqtpwbI4IRVFEhImEjmURqb4FBTOsVBJ+m+9ociDA1JdeIbOIPLZs9mzrhu/yVvH3veO8x7YRt6ch09yQmuAQycnE2ZBA6KGeraS/02QaK1lYqmGuyNrUiGeV69gXa7/Xj4v6IoJ8UaqqpKNBqlvr6e1tZWgOP5K/F4vNcqPQghUBQFu91+RqkIkgSx2hpCiQTRzP5409xkcSpj4QPvIMoKHQzJqGNzfStNzSeKb0qyAhJED3xMVeQ5/hhyketTiGomsuomcXgNjZur2ZeewFEknZd5exchuis3c2z3ID6pvpZgDuR0VpsHMCLQuJJtm1Ve3T2Je67JY7yvc6IggTAxYq1EW+LQzY7Fmttojujoptm1lxwq5GbhlAB0qN9KXA0QvP1aDLGTnW+/zf4DR4jH4sjK+UmrN02TzMxM8vPzCQQCOByOk4SlqiqxWIzt27dz+PBhhBAcPXqULVu2oGlarwrRbreTnp5OXl4eXu9pJslCIMs2lMw0GJxLus9FJqcSogPIxJ/rJqtUwemS28vXdSDb7EiSTPPHS9hwaCkb6JoD1fnF7HdjlHlT5POSv9ZFiF+dfoC3yl/hqYcG4/7JXG4ps3fkEceB3Sz53xoOywVMvS6TYM6J5YzX48TrkFDdPlzukwdToYdprd/LPq2J3Hg32yZJhD79CztWPM2fP9zDJ67ZxCYN5/bCOIMMk1BjE22RyHnLEZEkifr6erZv345hnLooqKIoaJrGgQMHaGhoQJZl2tra2LJlC6Zp9mq0thACwzDQNA1d1086bpompmkyduJ0po4qYmBzE0pEg0PNtMU02uAUucUJoInWuigNRwxiMbPLECsMDSEE3hHTGTJpNreMcJDlkYnrAsnmQKveSsued1if7yCmnZ/RqcvTvfPWy2h7eje//fPveGeqhsMzjkHNEfzOSqqrqnh/Zzr9x5cwd0xae50UPUpLXS17yg+z82iCBvNT9ucWs7s4jwH9PNhlg3hTFTu2b2PV1iPs1deSkZ7HrpGjKM4P4OpYuMTrK6je9QFrtxt8zAE80hoiuQMIDCihuDVKLBo7PjfrTToXII2NjRw7doyWlhYSicRJCxFFUdB1nXA4TCwWw2azEQ6HaW5u7lUhyrJMIpEgFApRXV1NQ0PDSYukzvcByg4vpUEnZR4ffqkVe9Wn1NbM4SDtNWy69lYUxFFqjuocq/bh87rwek48etPQQQi8w+cwdurDfH9+tzGtfj2Ni/fz41onhzRxXt651EWI/b/wGvf4HyP/tz/m9/+9jGd+4CfDZhJtHULeoKv5ylN3MXNGWYf5j1Nfvozlj/4Tz713kLfrAP6Rje+/z5uffovnvz6TOb7tbP3lLTy1qIIXtgP8ktUbNzJ97d389OFr+OKUQjxA9sT7mDv0BqZKTWxavI2Pnl1Htq0IedIV3DR0NC7DQD+Pq1TDMI4/4FOJym63Ew6HWbx4MTt27MDlcjF79mwmTZrUq0MznLCIuq4fL+6ULMTO+/P4MvA7NXwRlcItLzOQ5RzbdzvbqmBsDqAkLzDjEGqgtjWNFlcO48cWUNr/xGKrs3WhJ9BjbbTFvDiS9u9EJEpEAxMJ5Ty5ZruOd/Y0yqYvwG4cIbw2ypAqsKsQDZcSLJnAtLFFDJA7V9QSqi+HgnFXc0W2RjDuw601EskeAcOzyHYBqp/AoJlMXDARJgbw00zU0R8tWExRx/s4JEByp+Nzp+MDZk1V0d7fgZJuww/0S0s7Lx/8s5KdnU1eXh7V1dW43W6Ki4vJyso6/YXnm/TZDBi+idmlK3l35dss8Y9hxvdLGHJ87WwS37uGNf/7ApvieSjXzObqwekMT1oZO91u3HZQ7SqG3dUesJKEaZpEmiqpbmigJkvHfYri++fKSRMvOXssJbf8nu/d0sMVx/dw7KQVTmXGd6Yyo8fmSxh0228YBHz9VIdNE1OPoxkmhpCw2R1UaXbUqUPJDvrJpn3Lti+qf3VH0zSi0SiJROL40JwaFNF/9HRuuO4Z1jy7ms0vv8SqO+7D1r8fRdFm7K7dbPzgbV54fBVH5/8bI+6+jel5Ttq/3u0Ps6WpiaaIICJaMZvrqWlOpzjjxKq9sbaSPfv2saduN432fVTVuUnL8/aq56ubEC+sUy1Wu4s9i77Jyx9W8ma5F7QIOaPnMnrhP3Jbej45F+xOLm58g+Zx+T+8wX/mvsjbH77If93yOv+uyWTJOoZ+FFdwPPn//BfumzeOGZe78DsBDBKRPXzyP//Bktf/wqKtcCDxOJRuY9u2B/juF2Zz/xhB1eLvsOjl53jqr7A/8gqs2c91O77IfXfP4b6FQ8jkPAQ9nFntmV74rx0IAGEiTBPTNDC1BA6vl2BpIen+zjNSwIORygiB7AgQGDSHK29rxh+IsPHFQxxujaE7FRLRAHkDJjD5ruuYNwTypK7XGloMNVBEv8tzCUbqkdJtNCqQ6NjvNbUYtrQCgpfnE4y3oLoC1NlkYlrvVsm9oNXATkKYGFoMTTfRzXanoKyoKHYHqgypFLKoaRovv/wyW7Zswe12c8MNNzBx4sS+vq2umBqGrhHXBGZH5TUh2vvUZndgU7pZL2FiJOLohoEuOl4jIMkI2Y5dVbAr7ULUdQPNPF6qCSHZUFUb9l5M9ei7Ai4dZewVuxvllE4E0eHRsThjZBXFruLu0SmT1KeC9v53uFDo7oJIbtJ1ykCX3qbvHPvhYXEAAAO0SURBVKZnUKLOEmFvk9SnKda5fe+5t7DAEqJFimAJ0SIlsIRokRJYQrRICSwhWqQElhAtUgJLiGeILEmdrzAGJKQUyFm5lLB6M4n/y9up2BQQOgnNRJccOF2+nho5T3d3adO3vuYUJFxziIPr3mJPk6BGc+IwwxhZg9AyB6HW7kQ/uJpw5XrUnFG4ckfjFGGiSj9IH8z0ScUMCnr60G968WL1WTdCh3ay6hcP8YcNMT5p7fhj2Q045z3EUzcNYXbWEXYdeIxfPbOC5fs6jvvG4xh3D0/lBugf9KCQch60lEd55JFHHunrm0gl7J4AmaWj6KeU45Nqab7sQaYt+BI/vGkEM4dkk5dXQGbpRErToqTZo6z3XcvwOZ/nsa/O5MqROaQ7bSkRyHuxYVnEJIQQOAPZlM26jbSWt/FIlVSX3s7sqydz2/G3bucTHHMTs0UlfnuENypv44qrr+C2WemdjfTZ+wIvZqzFShLJSUrhSJxwXKBHW4mGT07rjLW1EddgYLaPbJc9uZELcauXHJZF7AFhtsdLyg4PTu/J3eT0OPE6FdyaDUWxvs/niiXEnpBlhKGRaKyk9tARGgvsSICGCggih2qpbEgQcxlYr0c4dywh9oDi9KI3t1G58ps89nsvi9I63sHXsR7Wmg4hBQpx36LjdVjdeK5YPdgTwgQF1LRcsjKzGNCvXYBmx7Raq24jpqpEZM5bhay/Jywh9oARC2Pzp5H/+Z8zb+ZV/Ov0rlkbkfd/wifr3ucn2LqW2rM4K6xZdo8IJElGtrtxniIbye1x4XXZsdtsXSprWZwdlkXsAUVRUCQTDA09cXKB+khbK6HmJkLEjucAW5w9lkVMJmmup6oKqiIhq3ZU9eRuirbWcbRyJzsPH6WmNZrUxoW40UsPy8WXjCTRenQ/W159gkWLFrFoXT1b99ZysD7CMRFgQF46aVolB1Y8wSuvvMgzK+rZt/co1TXNNIedBHLSyPQ7kLF8zZ8Va2juRmtVBVsXPc6Kra2sDvnwVP6VrQmFg84yrho7gCIOcPjdx/lwWzPr6/345A0cW2/n8XiQ/qMLGZznI3VK0F88WGFg3Yi3NFC/71OOhQUthopNxNFcWSgZRYwuSidAE02Ht1HZZFIftWMnga74wZPDoNIsgn6HFfRwFlhCTEJ01Is5x0Ysf/NZYAnRIiWwVs0WKYElRIuUwBKiRUpgCdEiJbCEaJESWEK0SAksIVqkBJYQLVICS4gWKYElRIuUwBKiRUpgCdEiJfj/We8PALYuFHgAAAAASUVORK5CYII=)
chemistry-General
chemistry-
The two isomers given below are -
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485181/1/890652/Picture408.png)
The two isomers given below are -
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485181/1/890652/Picture408.png)
chemistry-General
chemistry-
The correct stereo chemical name of
–![](data:image/png;base64,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)
The correct stereo chemical name of
–![](data:image/png;base64,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)
chemistry-General
chemistry-
The following compound can exhibit -
![](data:image/png;base64,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)
The following compound can exhibit -
![](data:image/png;base64,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)
chemistry-General
chemistry-
What are the type of isomers in following pairs
-![](data:image/png;base64,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)
What are the type of isomers in following pairs
-![](data:image/png;base64,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)
chemistry-General
maths-
If then at
has
If then at
has
maths-General
maths-
The function is increasing in
The function is increasing in
maths-General
physics
At what distance from the center of earth, the value of acceleration due to gravity g will be half that of the surfaces (R=Radius of earth)
At what distance from the center of earth, the value of acceleration due to gravity g will be half that of the surfaces (R=Radius of earth)
physicsGeneral
physics
Weight of a body is maximum at
Weight of a body is maximum at
physicsGeneral
physics
At what height over the earth's pole, the free fall acceleration decreases by one percent .=km(Re=6400 km)
At what height over the earth's pole, the free fall acceleration decreases by one percent .=km(Re=6400 km)
physicsGeneral
maths-
The length of the subtangent (if exists) at any point θ on the ellipse is
The length of the subtangent (if exists) at any point θ on the ellipse is
maths-General
physics
The radii of two planets are respectively R1 and R2 and their densities are respectively
and
the ratio of the accelerations due to gravity at their surface is……
The radii of two planets are respectively R1 and R2 and their densities are respectively
and
the ratio of the accelerations due to gravity at their surface is……
physicsGeneral
physics
A body weight 500 N on the surface of the earth. How much would it weight half way below the surface of earth
A body weight 500 N on the surface of the earth. How much would it weight half way below the surface of earth
physicsGeneral
chemistry-
Following two isomers are
–![](data:image/png;base64,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)
Following two isomers are
–![](data:image/png;base64,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)
chemistry-General