Flag Trigonometry> Any help will be appriciated :) Please gi...
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8Dsas3jSupLi2/PBWnsn3Zr3bT+O14Fm/Fz2nd4hpXtoqBuanASuobF+m8pGC8K6ZM/Zv34RsmckgmeLAdhV1X6y+sMHMNpX2tqypB0y6gjGZ1y6I6wgoSt3ti20ISVhbWUTr+LN2R31/UmOLddqJGrV9IOZen1qXKUN2pwEqam5AUdN5UVE2rZqyt4s0OvMo4M/OmQTum0zZK6Rte0292eFHGeSaGp6XNS6rjPxloV49pWidjqlNZ+mqdjO2exWn18zOSLkykdvXurLuou3LavP+SHMxgu8K4rlYHecu5NqM+ZfvoCKsSXgRqJmCUquu3WHlv/nxkrs28kU57o19Tqm/mmKJvj5G9Zs/TGbHKSL+n155IX8KYXq80PbWNEaE+dag0ONikEDFbxxmoQ6W5vtcENr1dOv4nM+kHekenfpHz8NgW9oTFmhjZ1x7/wYVVyAR7ClQfzWn10KjsLGNrpoxsac3Kgq20hJVejJWMSz5OVBt+nOSkIwyys6PL7ABWzxtP/3YNadh+DL/f0lw1OobKuLWhJw7F8pO/UDnqdZ7G4ScKqRfTNKCJgV4Uq/ojJ3X6O62wSuLIIDvsuswmYPU8xvdvR8OG7Rnz+y2TMRGyc+OwL+LJdj1TkjjQrwwVBh9NV1gpIrfzg0M56vaazW9HLxF+Zyc/VK7BT6d0jNMpnRSrottBJR0ZhJ1dF2YHrGbe+P60a9iQ9mN+51ZCPL+5f069Gde0wkISz7XK0u9AUgaElYLI7T/gUK4uvWb/xtFL4dzZ+QOVa/yEZKKhPTqmpm4mEuhVjKo/ntS5oHVirGTnGGdfBE99gCQd6EeZCoN557qShTChlpSucfdlnvmrNJj9V3UzUsRzu74fJB2gX5kKDD6anCKUKuqMAisiWdq0JD12GdsgwdEKK5Dd2kBPh2Lkz1+IcvU6M+3wE7OPUZBFbMGrpj3d1qmnUYypq/akwUDym4rfLeBuqiiT35zFN7q2J+6iewl1ELqZ9E3sTmvESi/GSnYJH6dqDD+ejHkfNpEB0giOvtAwX5/J6fhPRoSVhXWUjj+/m7DSj7GSXfLBqdpwjidnsK0KmUAtqa0ydEedtlEirn9NywiZUAvJ7w1PS19YHWFQxe9YoHUyZn1TEW/NNEkiu7qXSLmZk91iQ08HiuXPT6Fy9eg87TBP/jF/DSPF5OrdiOsLGVMxVrLz47H/3IPNe821maTvLwYuKTPdivEhY6dtr/jwdYZWhfk+/PUnp73RZK4hc2pSSPXYZ1yNp1LFkg6V1iJm+14CZ0Vdd/zPlB2ZvHI1SMtrxgYWVkqjVrth83p6Nz1NGbZQvNtOpiDUuyx8aGZepOzIirKY4UVUSVsnHGV7JBifvjRw4cZVHsQZ3XCYMVCZEceXgKoY2KE2FIUf1hFXS4YF8UaI7geppMKkx0QSvJ3N8eCVsnLzZeOAEVx/FaoWJiXwUEQtpVNiF5brL55Qv2NiuKPWmh6UjrGScH29P4eYreKh2nuRgvCtUY+QJ88JKt4NKPj6cSjZOeG88wImrj9CikcpRhQrewdoRq/i9fF+2bsod5KuNuBXRHZGQhFgxmvs/Vt0BaEaskqSRzMI0X/FQ09EnB3tTodpIJBOlRljXHmNESRwe+AUlugemxKmoDtARVooIFjYqjMty3VUwSl5sbEfRetN557qSX8evfiGaLo3U2J1iW1rM/5sGs2QiFjaisMtyvZWSyhcbaVe0HtPD5GaEVQm6WyCsVLYpE4i6cpBVQxtQusIQjppygTcnmOBchz7bI3X8UolCO/iqrQKzDFCJmY8trKY4VVUJK/M+rC2KdsswmDut+kxOx38MhBWv2OhWRDWCosYZ/5s7xZr781i9I706SsefM0dYTcGpqiSsMtZWya/7Ub9QU5ZGqhubVKq6HVuqsNJe03Ku+9WnUNOlGJ5Gerwy1ClLtihJiLrCwVVDaVC6AkOOXDZzDauMNFjspC+slE/8aWHrwTb16DGQeOgHytuP5e9gc20m6fuL1hFVW2aZmhJWOgMH5s/TEVYZ7Pd0b9TMCasS3U0JqzTqOMN1CEZ9rwEzo68G/mfkByYbQqNUTO7IfGElf8qlw3+wJ3AhnnZWfNFpLoF7/uDQhScqA5RRm+lS0hr7fpsIuRnCpv72WNu6se6R7kUXR8iyvnTqNZ+Tr9Uti0n7Ld8p3ak6FjTu8KSh3Uq1max5kJRMNXRZVTWHGsex4dUpUnc4+yKloDAlcfcOsmBqgFG+yujdTBm3lduq2yslz9a1x2nMGZBfVQ2Nfr83CWKPMLiKLQ2nnOKFVFzFG8IWulK8esooTNyx4VQvUpfh+yJVokQZd4+DC6YSYGIqEMVDAjrb4TT6OK9SEb0Nmca35V3xl+bKFPdY0MiWrjuM7vcAGWfdivKRIqzWp0xoKovd7Y29TiRHHTfWq0jC9NxUdJ3FBPdIYd4zdivYtQd/g+UtDEce/gAqYG3EB2ZRYNq3ZkTbiUdzzXlramqqu/agoPaYTSvhRtV91VlTEhfB2edgVpOP+uSoi82dSBIi7LePjPWcbULEKrNalD7opo9nvbY1NpBJKJRvYY1YiEezBVbBsy5dQLVdqKN2EsdC1OddVKVQUPAzpj5zSa41qATPu2PK7+d96jrpIIm+lM0Zr92flA8pkkIg/40GfW32kyT4uZ4mEAne2cGH38Verw81tCpn1L+VSm8qu+1KvgzRF13KLiAUuaFMcr0FTdSy4pTR1+z97EaHZPGcfWFKdF+Wwd7Z3GcEZdx2qmytccGWJPLe8/uPvkCU+kvwdX+WNiM1rNuak+Sue/3AyDMyQd+gG7hvNSfEHSF9f9cK4wSGt7wg66Fm/OCpWiSOLW7qVsPGMqoF4nO8mjL/ngWNC485amlyrVnqyN2VJNk1Zl2F/JkIYP66cufUtWhQg4TrqQ+viBdK6hdK51vXZBuh7H2lOq7SruSnWYEM46TzsKNpzP3X8trCPS8WcU3FvQCNuuO0yMHEjlS5kKrOgdlDrCK019VqL2ZO0z32ShPtSpOowUdBloq+RhzHQuSs3+O0m5JCI54NOHWScuaNtGibBBGyMPm4lz0Zr03/lA1VYkRR7Ap88sziSnwUtqV5MO8YNdQ+apwxokoe9cgUGaCySBHV2Lq27aonZPYdzW2ylMlM9Y196JMWcSzfqvNLXmXdGRSZqGUM7V6fUo/f3elBvJ5OOMqFqFAQdTr1X5QzZ51MBl0U3kaflbev5i6JDmmJ5JMLDHwF6z5z1nU4ciuCyTbmQt7/dUnqNuTyTflV/Ft14FvDWsFTxY0oTiXoEm/c5sHb+1tA4fIzfX95JO+6HpmxOJNukHhg2hVNp00kytp0wXVvLwBXxXKC958kiPW1D/5cX6qxmpWSqI3PEDDoXzkTdPHvIWtuf7X+/pPytFcZdFjW3Ia2UucDs1KYv/yQid24gS+fNSoJInv6iHiFESc8CbalbW1ByRugLn7XHGOhbEqmJf9kgr3+LCCBjSjOqlS1Cuck3quQ5m9fmXxjkrogjy60aL5u1x7+JGK09fgp7Kidk3kKoF8lG0vi/nkuHt5bX80LASpb6oypf1W9Bv9iQ6lLWj9fKryIgjLGAIzaqXpkS5ytSs58rg1edTV38ZZ6l8fZE13m1wadUJj86tcXHtx7IzL1Ci4PFWL+ys8mH71XiCTIhTxcPdjGxcE4fGnenRuw/DFm7Cr11VnHpt4p6uxpWyVUSwrl0p8lmVo8n0v0hZzymhCWBIs+qULlGOyjXr4Tp4NedVAdNKnp1awbCunXD36EL7xo44d1/OGdVKQgWP94ykoZ0tpSrWooHXXDb4ulLNuT/bboYw69ti5LOuTJ+dUTzcPZLGNR1o3LkHvfsMY+EmP9pVdaLXL0dN2mNM6C2X1/5Aw0ql+KLql9Rv0Y/ZkzpQ1q41y6/KVKsnL67xpo1LKzp5dKa1iyv9lp1JWXnIe9RVcgSBo1tSo0wp7Ko60LT/Ss6/UpI287SYKXl9cQ3ebVxo1cmDzq1dcO23jDOqJZJx/DXKngKflaf3rhQBknBmKvWL5Kd4mzXGSJQx7BtYlQL5ilLf9zRRQX50a9Gc9u5dcGvliW/QU6PYAWXUWlobXdN5yFugDlM0NyQGWZli8DKK373Kkb9AFbwPvpYUBKfGfYlN/pK0Xn0HBQru/uxGqfw22P/0FygiWev2BQ7jT+tM5xrkI32VhTK3UQny5y1AJc9fNNOMKYtFqmFlXZMR6lWnx8fiWNCKin33qBIy78P6+Sgi1tGuVD6syjVh+l8pV0Da9ZmW/1wmyqBdUDzew8iGdtiWqkitBl7M3eCLazVn+m+7bVEdqaxVvsacPyseb8XLzop8tl8xPui1UR1LI1q35zeksF1jev+4gr/v7MO7mhXWNUeQgu4tx8c6UtCqIn33xEAG26rkiEBGt6xBmVJ2VHVoSv+VZ7nzh07bmGiqjUkmInA0LWuUoZRdVRya9mfl+RTBYp7XHaJ/96Jc/gJU8T6IystOjeNLm/yUbL1aJegVd3/GrVR+bOx/4ui9IPy6taB5e3e6uLXC0zcoZUGGKf999S8R69pRKp8V5ZpMR3IDZcw+BlYtQL6i9fGVGnhpleHBSbSp70zLzp64u7Wjz/zjPEttU9Pyt7T7Bn1/lL4ZMz3Py2e69iQa2WvuvGcXZvFtsXxYV+7DTmlFiqX9nl57co64v0ZhX+AzyvfelbKyPuEMU+sXIX/xNqyJMOxYVNaYqOOXRGWgDv/6r6m+V5lO+6HU65tP3zfjB4bYLWyTMl1YGdph7rv89QOuhl7h/ivT02uKVxGE3X2pM+1gLiWxP7sRiLuyjW0XdMbCecP+fhX0AmGzm80f2x7B7GPXgMhfEBAEBIHMIfDRhFXmmC9SyX4EpKlUJ6q4TWVD4H4OHdzDr8tH07JyZXpuV6+uzH5Wf1yLBLOPy1/kLggIAoJA5hEQwirzWIqU1AQS7hG0xo8xQwbyw4DB/DRtOYGXnovRRzUfU/8FM1NUxD5BQBAQBHIcASGsclyVCYMFAUFAEBAEBAFBILsSEMIqu9aMsEsQEAQEAUFAEBAEchwBIaxyXJUJgwUBQUAQEAQEAUEguxIQwiq71oywSxAQBAQBQUAQEARyHAEhrHJclQmDBQFBQBAQBAQBQSC7EhDCKrvWjLBLEBAEBAFBQBAQBHIcASGsclyVCYMFAUFAEBAEBAFBILsSEMIqu9aMsEsQEAQEAUFAEBAEchwBIaxyXJUJgwUBQUAQEAQEAUEguxIQwiq71oywSxAQBAQBQUAQEARyHAEhrHJclQmDBQFBQBDIegL//PMP//nPf9L9UygUWW+MyEEQyEEEhLDKQZUlTBUEBAFB4EMR+OabbyhSpAglS5ZM82/Hjh0fyiSRjyCQIwgIYZUjqkkYKQgIAoLAhyOgVCpVYio6OvrDZSpyEgRyCQEhrHJJRYpiCAKCgCCQWQRu3rxJzZo1Mys5kY4g8EkREMLqk6puUVhBQBAQBNInsHr1aoYMGZL+geIIQUAQMCIghJURErFDEBAEBIFcQEAWxemA2UwYPR6/tcHcT7C8TF27dkU3dkoWdZqA2RMYPd6PtcH3yUBSlmcqjhQEcgkBIaxySUWKYggCgoAgoCGgeMy2XnVwatWdnl2+wa5Afoq7LOBKkuYIsxuG8VWKx9voVceJVt170uUbOwrkL47LgitYkJTZPMQPgkBuJiCEVW6uXVE2QUAQ+CQJyC4tY8KGOySrSq/g6e4+VPysBL32xKXLQ4qvqlGjRupxMi4tm8CGOykpoXjK7j4V+axELyxIKt28xAGCQG4kIIRVbqxVUSZBQBD4pAnIox4SJddBkBSEd7mCtF3/AqXOblObUnzV4MGDU3+SE/UwCv2kvClXsC3rX6SXkqnUxT5BIPcTEMIq99exKKEgIAh86gTi99CrrDOzbuhKJNNQpPiq7du3m/4RiN/Ti7LOs7AgKbNpiB8EgdxMQAir3Fy7omyCgCAgCABv9vXn6/c26x0AABsHSURBVN6BPDcYZDp//jyRkZEaRur4qv/7v//T7NPfeMO+/l/TO/B5uiNf+ueJb4LAp0NACKtPp65FSQUBQeBTJJAQwgx3b3ZHa1XV06dP6dWrF4ULF6ZRo0b8v//3/1Rk9OOrjGElhMzA3Xs3OkkZHyT2CAKfOAEhrD5xBxDFFwQEgVxMQBlD0LTBLL6oH7R++vRp5s2bR0hICHnz5iUoKEgFQT++Sp+LMiaIaYMXY5CU/kHimyAgCCCElXACQUAQEARyJYE4Qv1H4ReU9rTdwIEDcXBw4N9//8VsfFVcKP6j/AgynEvMldxEoQSB9yMghNX78cvSs3/88UfGjx/P5MmTzf7t2bMny2y4fPkyvXv3Npu32q69e/dmmQ0iYUFAEHgXAnFcWdGPPguOciM8nPDwcG6GHsHfdx2XZfrpSdOC0pTgmjVrVO8HNIqvirvCin59WHD0hiqd8PCbhB7xx3fdZf2ExDdBQBBQERDCKps6QlxcHNbW1sydO5dFixaZ/VMP4WdFMcaMGYOrq6vZvNV2HT16NCuyF2mmEoiNjeXGjRvcvn3b7N/Dhw+zlNeDBw/M5q22KyIiIkttEIlbSkDO9RWulMmflzx58uj8fYbDpIsY6CpVonPmzMHW1paqVavqZyK/zgrXMuTPq5tOHvJ85sCki6ZS0j9dfMsdBO7du5fu9S/1WVn1SUxM5Nq1a+na8N///jerTMhQup+MsFLGRhdivVhu8mUJJweuYV3rPaFHvf/X0+Ud9snBwcDDNmzfPUGVm9sFSUOuJEycyO9kcmJ6S2KgojNzHXEkUr3j6PPOeS+3u7s4XX3zBl19+afbvq6++4p9//jFn0XvtVygUFCxYkFq1apnNX7LN0dGRJ0+evFdeufJkZSxRUW+NV9Ep3vIk/AoXLlwmPCoOhabwCj50+yN1XJKPSQHt4pO9CJjuu9KyMXP9582bN6qb/LTaH+m35cuXp2XUe/0mPVetdOnSabY/kg3z589/r3wy6+RPQ1gpIlnn3oHFd7VNlwRQfmMBjUt/je9Fw04widNjm/PD3pfGjWFmkU8nnUmTJjF79ux0jsq6n6W7D2l6IKs666yzPPNTVkSuw73DYu7+G0Vgv2pY582Hrb0L7bu406WDK43q2PNVx0nsfZB6B590mrHNf2DvS0Mh/2621a5dmytXrrzbyZlw1tWrV1WiKROS+gSTUBC5zp0Oi+9qhZP8MUGzvWjSqAMDxvsxc9pIPL8uT5kvOzH7b6nN+Tjtj1ye/jOuPsEK/LhF1um7lNG7GVirKNbWxbFv3gVP9y60b+VCs/aDmLvvNtrxosz1n0OHDtGmTZuPysHFxYVjx459VBsykvknIaySz0/kmy4BPNPt55Qv2NmzGlWqlMa29c881NdcyG/OpqnrMu4b7E8XrvI5Ycev8FQ3L81JSTwMucRjC9J0dnbm7NmzmjM1G4pYIi+fIPjiI5ND+prj3nNDmmJs0aKFNhVlLPdDjhF8IozoRO1u1ZY8ktALUVlqj0GOH/BrMucnfkOXgGcqka24v5jGNjUZe1ZnGkR2D3/XYth6bCVFS8m5ObsprsvuazvTd7T45cuXFCtWjI/Z6Ul3oiNHjnzHEnzipyWfZ+I3XQhQNz6KSLb1rEYFtxVci9dhI3/Mrv41KPP9XtVI+Tu3PzpJis2cT0C/71Jwf3FjbGqO45ym+VHwOiyAAXW+oN6I/USl9juZ6T9SnO/HHAmSbu6lm/z4eN0LJnvX7ScgrJI4PsKRTr/E6I0+yW/OoaHDCIIv+PF1IXvGnjEYtZJfx+/b75gbboEK0tSxgoi1bpQq3ps/DMWHMpoj86eyPvS1nh2aU3U2pJiazz//nOTk1PdzqX5LIHz7WLp6jmD5wSs8jtVcWTpnZt7mxIkTtSNmsWeZ1aIipe3sKG6dD5sq7qy+pltABc//XsSYeUf1xWvmmfPxUko6zgjHTvwSk9JiKR4uw6VQXaaH6d7dJ/P3iEpYfzuX26nuIr/ux7ffzSVD7mOilNLCgI4dO5r45cPt6ty5M1m5SOLDleTD55R0fASOnX4hxX2UxOzwokxRV1ZFGrcryld/4jvnaEoIwju1Px++fCLHrCRg2HcpeLjMhUJ1p6PX/EizL7cX07RIGbpue5rSv2Si/3z99deqx3JkZUnTSvvkyZOqZ62ldUx2+y33CytZKD71GjNfbxowkb9HfkmThXdQKKP5pYMtpbx2pI42qKsomeMj7Gm16km6Qkh9hvz2avp/VwtbI2GVxJX5nen7a7RFaRkPvcZyfk4LaracT6h2vFedbZb8l0bMzp07J12yhK8cxuTDT1QvdE2O3MOgWtYUbrkS/b5BQcSqrnReeiP1xa9ZYtYHT1QW6kO9xvNRu48pYRV7eQltypai1arb2hGq5OOMsG/Fqicmhy4tLseoUaNYsmSJiePjiPj7V/yXrmbnxRgTv2fOLim+SgpqjolJzUMWxemA2UwYPR6/tcHcT8icfHJnKjJCferReL56GvAlmzt9jo3rGgsesJnx9id3MvyES2XUd5kXVihj+KV9YQq2+jnVtzLHf9Q3+TKZ8Y18XMTf/Oq/lNU7L6beOGRNXfn5+eHj45OauIyo0wHMnjCa8X5rCc6mDVDuF1avN9HJrg/7dQekXgXSo0o71qeOm8bu7cMXRVqx5pFuJ6jk6ZrWVPEOskwoyG6wYtAkDgZ6Y1dCf8RKcWcpzR2GcUzXhjR8UFqNt2DBgtQjlLzYP4AqJVqzJsPzkmlkksZPUrCiNGKWcjElc/PydbTjU0qe+DfHptJwjusOqEnpxR9iYK22rNFXXGnklP1/er2pE3Z99msWMqQIKycm/XWDM3tW4dOrIXYl7Om++gpvdYujfMqa1lXwDjKEpHtQ+tt16tRBeuyF7kceFcS0dk3xWvgXjy30Kd3zM7L9v//7v6qAUdU5isds61UHp1bd6dnlG+wK5Ke4ywKuZLENGbE3ex37mk2d7OijbnxkoUz+0ooyAw5r/Mm8vem3P9L1Wa9ePezt7bPln7ToQnzeg4BR35WGsCKZUz9Vw6rKj5xUNTnp+48llh0+fJjWrVvrHyqPImhaO5p6LeSvrG6AgGbNmpGy8lzB4229qOPUiu49u/CNXQHyF3dhQTZsgHK9sFLcmcd3X45FGxKj5OkvHSjXahEX795DWkZ67/pGupa2ocE8nREHIHFXd0p32aoTFKjvX9pvSYQtHsS0v2NJCh5sIKySOT26JqV77cHSGeK6dety8eLFlOTlYcz4yoYK3gd4ePsswcHniHhjPI2gteX9tw4ePJhGsKJ0wbaiuNt6E3fdb/jNw5Y6Uy7lkngrBXfmfceXY89qyqMSVtbFqef5I75LA9gbHMSOJUNxqVyBxmP26cTPJbKre2m6bH33Icb//Oc/FC1aVC++Shm1hwH2VXAPiDCxmvX9694wBSm+asSIEardskvLmLDhTuqNhoKnu/tQ8bMS9Nrz7mU0zC9XfVfcYd53X2rj8eRXmFbHihJ99lkgrCxrf6KiolLaMKkdy2Z/0dHRuao6P3RhjPuutIXVyVFVsao6KlVYWeY/6ZVJiq+SntCv+Sij2DPAniruAUToRkNoDsjcDXV8lepRDrJLLJuwgTup96qKp7vpU/EzSvTaY0Efnbl2pZda7hdWt+fSyHE859UjmYoHrGhZmSYDxjNhwgTN30i3qhR0ns0tHWdJ3NOLMp02E5sOxcTQ+QzyO6Oq3GRDYSW7hI+jDc6zbprsCA2Dkg07U/lVX5ysbHDqNYNF/ivx6+6IbcWOrLqWOcME0jvCDG2QRswWLlxoutTKZ2zxrM/QIFNUZFyYWAubr2fmkjffK7g9txGO48/rCyujGCtIvjmP7wqVpNv2l6ncEtnTqwydNpviZBqt4d59+/bRoUMH7W7FIwI6laZkpwAsn2GUc32+FxP+freRsy5durB7926VDfKoh0TpXB8kBeFdriBt17+waIpbW5BPZEtxm7mNHBmvaXxesdW9CFb1/Sy6PixtfyyhOXXqVHr27Im3t7fZv5Spf0tSE8d8CAIKw76LNISV8hnr2hSkYKs1mgD2zPAfKSREelF3ykfBo4BOlC7ZiQDLG6D3QnXq1CkaNmyYkoY8iof6DRBB3uUo2HY9L3Qnm94rx8w5OdcLK2XMetwqDeTPVB0iD59Lw6qDCdbObalIym/N4ZtCzsy6qe05Xm5sdiv2/A2nfXcafZ9aguVxMjTUxElbx2/AoZE3rtfqvlUhISGDmzJkUKFCAjRs3amrzjz/+0OtME7Z7UtjqOxZFpI5Sya4y46sCFOu0yehN9bJntwg5d04VGyU1knp/50OJeK3vfdKomJOTE+XLl9cLlJf2hYaGamzS3Yg7NYnOww+amVNXELm0CQWK9WC3AV/dNHLOtpKY9W5UGvinxgdMxVipypN8kh+rWlNvxrXU4r1kYzs7+div4dwH8008/6cVXJZ+fgL2VHQN+D+FgwHIWr9zOeb2GxhRZOVdmuDE8OOPCSoqvKl68uDa+yjD5+D30KuvMrBvaa8bwkE/6uzKG9W6VGKhufFDyYkd3ylhVZ2jwG2M0ypecXreFC6nXjkXtj3EqJvdUq1aN6dOnExAQYPbv/v37Js8VOz8OAcO+C42w8uWqwSWXfG02DQqVxH2LNo73ff3HKL4q+TwT7K2wG/A7IQcDWL54JdvPR5kcMMgsYlIfqY2vMkw1nj29yuI860aW2mCYqyXfc72wQnaG0Q4t8X8siQo5YdPrYev+m/EolDRM71RQZ2RJxvnxtWmy4J42INmIqJKoNW2wq/Wdah5Ymgt2qWeHtVVZ6rh0ZM6ZZJQx62hTwJr2v7zWO1tyGOl1MdI0S7ly5TRLSaVl7UuXLtUcG/+bOwWt27AudVUayLjk44divjTGcUY/CpR799vxGfdiv8VI4oOaPe35Q57L6tvRqlOCopfkd66ao03aTOU1rebzj9pDZG+fwwU4au4IrZgGVpmtCVAtad+TWXzA7JzozGoaU/KvcBUh63YM847XpnadKYiG29qWpdg1EnUntF2XnG127CgnuWTdv+9ddf/M///I8ateq/JHAvXbqUui+l3q0K1qHXgq0cOX6ApV41KGzXiXV3tPWql4Dqi2XCSorXWbFiBVJjqv6EhYWp3iGn/m74/82+/nzdO9BI4Bse9+l+l3FmtAMt/R9rR/QUj9j+fVUKlm3O5D03eZ1adQkPjrK0jzN1+2xPnU62pP2xjKy08EASyJJQFp8cRECv75LsVhCx6DtsKo9EOwAtJyZkNT3tS/LloEAeaao4Y/4j3ehLb9LQ9ZE///yTVq1aaYDJLvngaFWQOr0WsPXIcQ4s9aJGYTs6rbuTKcJGGhk7cOCAJj9pQ3pItvSwbJOfN/vo/3VvArPh+ytzv7AigYMDHOgZ+Bbli930LpePfCWbs/Safmf09uhPOBTKS74yXdgkPdRKEcnSFvXSfW1D/J3j7Nq5k52pf9t8W1OiiAsTt+3jQrQCEnbRvVgBmvubXl0ozR1LTzz29fVV+Y709FgpYFj9kValOdrUx++62l5pOLgphXWW9quPfdf/UhyNJKZevHiBNGJmcnn/21BWjp3H32k+9FLBgyVNsC7Vn4PvPlDzrsXImvMSDjLAoSeBUmS6Mpo9A+0pKD0gtKYL7d09cO/Qiu9qV8LOviXDNl3TzPUrIpfSot4k0nvrhyRke/TooVp5Jz1ZWP1AVsMpYUm87ez2OVZf+aFx3dj99Ctnhd0Qg1cKJd3n5G61T25nkVd93Hy3aXx019Fbeqyk5cxSALTkA6NHj9b8Jgmt4cOHa77rbSSEMMPdm93R+qOgeseILyQcHIBDz0D9hQ2Kp5xaOZx2X1WkTOnyVKxSjVrfduan9eeJUXeMFrY/liCWpnKlKV3xyWkEtH2XZLnyyU76VC1A3nxFqNakA+7unXFr2QSX9oOYs+emgY9Z1n9J6UqPdKlQoQI2NjZ6T0+XQmWkV6qpP4k7u/G51Vf4aRsg9vcrh5XdEI4atPdJ90+yW6dfVPePKf93cfSW9gZO6gOlF4FLz+uTFk1JN/3SJykpSfX8KtOvqUkgZIY73ru1I3RqO7PD/09AWEF80BCc+/6h73jp0Fc+XkWbBtONhlzTOQ2jqUDFXRY0LIj9hBBNnI5hGr/++qvqlQHS9JvRnaU8nEVNSvDdAnVgvfRsk9q0XKZewm2YWsa/S6MVUsc6ZMgQ1QjasmXL9BOJu8LKQYNZfe4+kZGRRD64S+gf81j+5yv945Dukuwp5LLc6IGrBgfmoK/xBA1xpu8femv+0rFfyeNVbWgw/Wq6d3LSO/4kYSsF+pYoUUKzGlSKr2rfvr1OPokEehWhQJMlPFB3vrxlm8fnWLuu0TkOSLjB3lUrVCNQK1YsY1J7R5qNWJr6fQUrt6cujEg9S2pYpbvC33//XTU1Lb0XUPpInfGuXbv005a+KWMImjaYxRdzybCkcQkzb098EEOc+5Ih95EQv2P7Y8pwaVRcEskpHwUvL+9k8ZRxTJgVwNmn6hs2U2dmbJ88JpRt6w/noms/Y+XPiqPfpe+S7MiI/2zatEn1nCoprlbqf16/Tpld0T5yJ6VkiYFeFCnQhCXaBoi32zz43NqVNQZPxE64sZdVK9RtkOH/lWy/qI5FRRVqIOX9/PlzKlasqIp7lnKU4qsaNGhgAquSmKBpDF58UXMja+Kgj7rrkxBWyK8xy9WLzQaVb568nJtzW+Ox4VEa04CmzzYSVii4Pb8htdiv+MRtgp1Qq+eabb1ROZGqJsuzuVn5o4sbEHX8T/Ms4vh/1OxEG04CmrbF875EjR8ibNy9VqlTRGzFDeglrK+OXsOa1dedXzfRkaj7KGDa2K4HL0ogMc7Pc0g9/pPzaLFy9Npt5mr4Je+Q3mdvagw3acXkTBxnvWrVqleqOTZq6kUaOFi9erHOQnJuznLGuPprTmrpP4tCAspT6fq/OcYablk0FSmep/dDLy0u1LTWyUmOn/4kj1H8UfkH6MYP6x4hvWgJyrs1yxWtz6oMbtT+ksfXu7Y+pRKVRcGlaF5S8OuZLt27DmDCuH03tCmDtMJYTli5XNpW4tE8Zy82Di+ntYINVrYmEaPzT3Aliv8UEMtx3SSm/m/9II0SVK1dm7NixvH371ugdivfKbs3C2rs5obQNE0qEBlC31PXvNhodYXFLVgTt27MDKygrp5m7WrFlMnjzZKIG4UH9G+QVl6xCET0NYSVEw90O4LE3NWfRJ5t65EP0VUBadZ/og5Ys/6OvUne2GAzw6h4eEhKjeQm80WqQ+RvaKiMshXH7wJktEi7Q6UHpeSZEiRfTm2dXZW/T/5Ta86g7ioH44mUWnZu+DErkfchnL3ece50IyHtT577//qkYOhw0bhvTIDW18VQodReRa3Eo5MP586ri74j5LmtVi2NG0Ro4sF1ZSLtJrlPLkycOWLVtMxFfFcWVFP/osOMqN8HDCw8O5GXoEf991XBadqXkXTrxPyOXoDFy3mdf+6MVXKV9yNjiEN6mzt0kXJ+NobfB6JvOlSOeXlNetFBTCKdivOGf85Y32XlP67+09gYKBK2EgLqnTjq1RWKyJZ61YKh/HnUxfzKLi/pBm1hh3NtJEj6eZOGqXq2rWr6pVqhvFVcVdW0K/PAo7eSGl/wm+GcsTfl3XZrAH6ZIRVxt05M89Q8uzASLr7hZCWsJeeSSM51sf6SO9iUg8DZ9yGRC7P68Pow/qvDsp4Op/2GdJT96WRQ+ndWIaPwZCCVx/v/RGXZt6s/zOY36b3pd/iEOOFGHoIMyaspFO7deumGpIfOnSoTkpyrq9wpUz+vCrhJYmvlL/PcJh00ew0t04CYvMjEEgrvkr5fC1t7LzYns5adfn1+XhN+DudByUrefZzKwoJYfURajnzspRusBs1akSNGjWYM2eOUcKKx3v50aUZ3uv/JPi36fTtt5gQbbiU0fHvskMKYpfaFinmSze+Sn59Ba5l8pNX0/aktEGfOaQfy/oudrzPOUJYvQ+9DJ0r48GBpSwMvJ6hWK8MZfHRDo7lxh/LWXUoUnSw71kHUsPm6upKu3btzKYkj31I2IWL3I7J+CMUzCaq84M0DF+yZEmkpy6LT84moB9fpVuWJG6t8mZkYPrhDvIrM3AbHiyElS6+XLwtPYZHive8dUt/kYumyPJYHoZd4OLtmHR8QnNGhjekZ65JAi+nfoSw+sA1J3/9itiPNyiVNaVVvuHla0unWbPGBJGqICAIGBPQxldpf5NHHMCv99eUsipMdfflhKazLkMIKy07sSUIWEJACCtLKIljBAFBQBDIxgSk90k6OjoivbBW/dGLr1LvVP1X8PZRKLtntMXuMyvqTDV8BVUS90/u1jyeY/siL+q7+bJNvXx+11FuGd0diqlAPcTiyydNQAirT7r6ReEFAUEgpxOQAo6lhwx3795d9Tw0dZxkWvFVqjIrX7G79xfYtFprsMIqgRt7V2kez7FsUnscm41gqXr5/MrtXDR6np0QVjndj4T9mUdACKvMYylSEgQEAUHggxOQlslLD5bVXS4vGWE+vkptopLo1a6U6703zUU1YipQzUv8FwQsIyCElWWcxFGCgCAgCGR7AtLo1WeffUZERASm4quS3sZq3nuJ8gW7f2jB2HQeZGWpsIpe3ZKC9uPQe9tTticmDBQEMp+AEFaZz1SkKAgIAoLARyGgXi7v5uZm/BaHxMMMLGdNGefujPXzw2fEYHy239EKLTMWpy+s5Dw6vYWprcuSv/DXDFkbRHg6AfFmshK7BYFcQUAIq1xRjaIQgoAgIAikELhw4YLqOUBNmzY1QpL0PJwLp88Qcu0hsZn3NhujfMQOQeBTJiCE1adc+6LsgoAgkCsJrFmzhnPnzuXKsolCCQLZnYAQVtm9hoR9goAgIAgIAoKAIJBjCAhhlWOqShgqCAgCgoAgIAgIAtmdgBBW2b2GhH2CgCAgCAgCgoAgkGMICGGVY6pKGCoICAKCgCAgCAgC2Z2AEFbZvYaEfYKAICAICAKCgCCQYwgIYZVjqkoYKggIAoKAICAICALZnYAQVtm9hoR9goAgIAgIAoKAIJBjCAhhlWOqShgqCAgCgoAgIAgIAtmdgBBW2b2GhH2CgCAgCAgCgoAgkGMICGGVY6pKGCoICAKCgCAgCAgC2Z2AEFbZvYaEfYKAICAICAKCgCCQYwgIYZVjqkoYKggIAoKAICAICALZncD/B0S16rsfyHXRAAAAAElFTkSuQmCCAny help will be appriciated :)
Please give explaination also

mastermind 2578 , 4 Years ago
Grade 11
anser 1 Answers
Yogendra Kumar
587-183_Untitled.jpg
After rationizing answer is D
Last Activity: 4 Years ago
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