Question

    Simplify the following expression:

    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hOVriwwkg0Qc3gGXUf+zPHQeDJyZg7LU8LwuuiHxrIybo0rFK1p/N9Fq0GlSCTkih8RSdlk3fbm7PUInslQnfGE0FNb2Xg1kuML+uPm5vb8+LDPKDYeicbZ3k5yzcIxMC5DxWqNad64Ng7FfoFmEXzVi0sBKmq2bk+L0qhlAbCn+UedqfrkJievPyRFljf+mXJuIxt907ixbjI9u3bIk2/T/ueNg50D+vrPii6L6JDb+PldwOvAOfwA4XeOgxcu4Od3mwcxT9/k6BthWnUAUz+vS2W/Rfy86RBe589w5uA2dvnYMfzzsfRwzP0rXo2+kRkOlRrQ6r1GVChWVqqRpcXx4N51rl84z1W/IB49jibM+zyeV68SEBRJYupT+RqaWWNHFPcubGLd3gN4eHlx4tgWNh28QKzVh/Tp0YGG0neNLBxv70BSq7Sic5sGVC32c/KMRHw3/8xW32r0X7iU0W5VsXne6bfng+/WsOAzA44vX8fZyCdkSV++uTAtW4GqKf+wfP169p09x3kvLw7u+ZHfj6poOmQxY1sVXYqFfzDQrj7fGP/O3XNTqC51AEBJxhMvVg5ewlkAzCjv3J9vt42mEZD1JJLTq8ey8oL0vKfYVGnIxzN+4+O6UktJEcO17VvZelUPt1EjGdbSWeqgRe6y45OJzEluxdqlc+jWwI5nc+VvbxrBTwdjSc7Rm5QP5h1iWlvLHP8YDq38lfOh/gTcfVGUenp61KvfkBqdZjK1z7P71KBShHN173J2bw4iCENMLZrR9/OpjOvu8PzckkdG5L2LHN23E+8HMcTEvLDY2NhQu1kvun7Ym/YNrSEjlqBrJzh+8QzXgxNITATs7andogv9P+xOy9rOWOa+NJnEn/qLucuuYNV7El+N7kSVl8K7cRz/fizfnHVgwqLCPhh4zIWVW3jcsh8dXKtTPt8oXQDbFl2mcq+PaVnXpuDIfpwvRw/s4lzIbfzvqtFogLp1+bDDUAb1b0VF/aLWs8UNROl4vQTsFJ/1dhWDZu8VXsFJIrsYk8Z15EN2hogNOSSWjRsoJo5eJq74J0g9cihuIOrNouh1so7XT/2h/Ll4Fi2iLnP6mDtet4JJzlbmE5jS8SoUSbGEeHtxbI8HiRXbMWr6CFo3KF7X623hFaIVaJ7443nkCEeOHuNEQKLUQcd/pd4QZqz8hk/Kx+Ltc4c4uaLQgIaO/JHHhnHzVgSWrsOYPnNcvoLNTgjm+oWTHDlyCu/geNKKN3DxxlBInzYG92+nsjU4J8HAGPPuc9n+qmlMOnS8oaT47WXtzuP4hOUMeTl3YvxnA+lY35GiD7iUPgWKVocOHW8mr2ge69Ch401DJ1odOt4ydKLVoeMtI98+7fr166VJOnTo0ALjx4+XJr1EvqKdNGmSNEmHDh1aYM2aNdKkl8hXtDp06Hhz0fVpdeh4y3jDa1olKQ8DuHbxDpmV2tHdrVoBE7t16CgGmQmEBfpy1zeEyJQssoDy5avSxK0DdavaYVaUlfZKkTdatMqUMM7v/ImvV93CYeAiNi7sQTG/HtOhIy8JdzhycD8H/VMob2KKmbE+KXG3uOabhFODEUz9fihutW2LtLJiafHmNo8zEwg6f5Ltu+6SpJuMq+N1EevDrl2XCTF/jw9nfM/3ixez6Ocf6ddcj5vuq9h/JYSEf7MiihYpVdGqspIIvuzO/q1XJUt3ZhIffA6Pfed4YteSpv91bbA3lVR/Du47gVdEOln5rgNaeqgVGUTccOefP72IkhrfZhyaMuDTL1kwqgstnS0xBso4t6RbE0dcyoYQFZ1KpgxID+TEkZOcDX7Ca1lU8jVSaqJVpcdz5/gWVv91ldjMvFsNZsYHc87zCL5lGjPqkzqFLm/6VqOnh0F6AAdWbOPAjRQy3pCvTtRZqTw4vYnlKy7wKKM0t4EsARxdGfhpL96vn/vj+XTSUhQos2tSycUaC3MAPfQzAzn219/suxRHUgELEpQGpSNaeRKRl/byx3Yf9Jv1pf+IljxfQyIznqBznhy5ZUXL8Z/Q9F3uxFo1oPeAHnQ1u8Om3zZw6kFK6de4igwe39jH0j89kTfsy+CJ7bS2KVlpkR54Eo/rkZg3H063ZjWxNwfK1KFbzw/pVjaU/es2c8w/7o2pcbUvWlU68f7H2LjhCPE1B/D56BY4P19fKJP4kPN4Hr5B2dYTGPxOKzYHq/r0nDSKNsp/+Gv7KUJTs/JfMV8bqOWkPjjFX79vI6jix0z7rC0V3tlmTg7R19j21wZ8LTox5IvhtKuRKwhVpjYfjB1GO5NT7PrnGAHx6cXaNqWk0Lpos5KjuXxsK56yJoyb0J1auRb4yYwP4dzpA9y0cWPiIFekqxZlJwZz9/pJrudaU+idoEIbPpvZA4tTG9hx5gFp8tKRrVKWjI/7avbE12fSF32o964LNu0exzbt5Xzye/QZPZNP3KphKw0bOzVn5JQe2N/cx14P/9e0a8J/w2D+/PnzpYklhiqdWD93Nmw6j+OwpUx+3/HFivaZ8dw9uYl5fxwkKNOAzOALnDjhwckzXlz3DyUmMZ6wm55cuxeLeb0euL5jlbBVxdqovJax8YwpTT5qSsUy0n1XSxi1nJRgD1b9uocyw1Yxq4dLsfZMfetIu8fR9X/gHuZCxyHjGOBW6WXB5lDGuToa743sPK2kaocmVLGzKNKmaSWFVmvarORofI7uwC+9DT161Mi7ip6BMba13Bg5eT6zB3egbt261KtXhxqVnShrZoqlbSUatPmArh/2o/UrtvF4O3Gm86he2D44wK5z4aRrubZVylLwPbyai3Ft6NO/DsVaEfWt4xGXtvzF6eCytBo0iD5tnQsU7FMcaTuoO45xZzh0/j6JpV3b5l7lrWTJEjH+u8XnDauIpp/tF/FSc75kiJDzq8XoNo1Fj++OiVip+V0j/apY2MlFVBv4p/BNzBQqqb3EUIiURyfFzPq2ourQv9/xfE4V/od/EF9NnCY2HAsUj2UvLBG+e8XGM7dE2JPs3Cc8JeOGWN63rqjb9xdxNixJKKV2LaK9mjYrlScBXngmWVCtWX3spfbCyJAjj0t+vgj6O4tlA1wbmpJx3YNrDzPJ1lZlq8wiw/80R2JMqN6q0bs96+zhNXbvdOfQ5avs2/QzsyaPYcyYp8fUmQs4eiOGdEU+srCoQ8P6lij8z+ITkUJGKVa2+fy6kkElyyAmMIi0MjVxcy3KIEIaUbeOsXXRNi5GRBNweg8b1pwv3YH+tIf4n9rCmllTmDxqFKNGjWLOnKWc9I4iLc9+KLlIDsXn8Bpmbj7Hg1dOtbGkWevWmMpu4BcqR6GlB0OtyCbW/zbxpjXp1LLg/XyUShnhQV4cWPEt3+bc/2dfzmKt+w3CCttQUJ5KnN8Jdi2ZzezZS/jr4kOph9aIunmKm4EhhAd447F/B5s3b35+uHsGIFcaYGiY34rjFjRu1pwy6kDuhqUiK6i8tYCW5h6rSIm4xLqJY9nw5BPWXviZ919a9V2KnORHIfhd8CcWAEvsK9fnvbbVecVGliVD1AX+3LCVvRFWtGnagLr2ZqRFnuXvAz7ITLozfflkerWo9GIiSHIoPhc82HX4DD43ffGr8xWnFo+idbWyea8r5d4q3v9gHgZfnmLnJFfsLIoRjoo/yfzpV2m9fD7dpKH3AlEje+zPljG9WeDfl80BK+mRz1cZyrRYbh36lcUnwnB27UibCnaoM+Pwu3qYQ4EO9Bo9iwUTmkvKJpvUiFt4bD/M6WgDqrWsS2VbJ6rVf+/V+VBCJIde4ea9CBLSpZanODfqhGtNJ6zzi8IFb2Jg/3kk99/EX192pnr5/MStBaTt5ZIhQzy6s1GMcHAWDQZuEEFSc4mRIUL9LopjZ71FULrU9ow0EXjNUxy7dFuEF7bU/O3NYuT7fUWvH/eJa09kQimEyEoOFVvmdha17BzF0N/PiODUHN+k62Lz77+JjdvWi3/2/SSG160oyvb+n7gSms+WjFIyj4upVexFhQl7xMNkudRaOCErRBvaiBUhUkNhyEXyw31ign1Z4fL+SnFPas5BHn9fHPims6je63txPOqxkAkhVNnpIuDsOjGkpYNo1Osn4ZWU5wwRd++4WD65t+j3+ddi9VlfEZScJQra2DMvGSLs9iVxzPOauF/gTqTp4r73WXHsop8IK6zcXieyM+Lb92qIqiPWizuPCnygShwtNY81aFQyMjIN0C9rUcSds18HSpRxFzi1bgGrt5wm6KW3azr3PTazas1feEbFo8h3r5YcKndi6vx5LPq0E41tzDAETMtWo1GVcpS3iONJcibyZ1vVmbnQtP37dOzSh759O9HYzrro6+qam1NGX5/UoHDilUotTLQQaDSZpKfqo1+uTIFlY2TtTMvhP7Fu/gQ6ViyPGWBgbImTSy0a2srJTkrMM9UvOz6Ey3u3cfi+Ne2Gj2dYpybUKmtaxHxQooy/yJm/FrBqswf38ym3oNNbWL1mHWci4wovt9eJmTkWBvpkPIgkTp5dahMttCNapRLF40TijI0xdrSjvNReYlhQ0bUr3VtZE39kCau3nMol3KeC/eOXoyTZtqVb+yZUKGzwzboyzdxcaVDRJteDl0xSohy5zJXa1e0pa52TbOpMI9eGVHOywzifvVMLxwHn6oYY3A0hPFtV8g+GWo0qIY5oQwMMXRwKDBDqm5TBuW5r3m9a4cWMIcUTEkKu4BXmgF3bDrSyeWZI5WHgeY64R2LmNpih71XlWdYUDQsqNOlCt7Y2PD76C6vzCDedoFNbWLXkCAllW9GtgysVCyu314otDlWMMQ4NJ0om2dZVi2hHtBoN6iwZmQb66JubafFbRSPM7ZvQfthXfPqRQy7hpnPfYxN//OJOUp1ejJ48BDcXuwJrmYJIvrGfvRcCseo+ih4t6+GQXz+o2JhhYa2HfnomMo2m5Pf1EQIhk5Gpr4+ehXnRykahICPYnxMb/mTNmgjqDfmFXz/rhOOzt1lqPOG3LnFDY0r9ChquLJzIxJ496dlzKBOmbeLMrRTJBaUYYW7XmHZDvmJ0LxcS3X9h1SYP7qencz9HsIk1PmL01GG0q2Bf7HL795hhbqWPvkxGlkpTatu3aEe0SgXyhDjCpelawQhzuya0HzadMb0ciT+8mFnjxzFziTtJzr0ZO2kIbtVsi1/woSf47Y8thFX9lElTh9CmitWL2V2vhUfExqtQl3T7WK1GGR9NiDS9ADLj7nPg5570GTWWmb9s4WRwFvb1q1Gj6ovAUkrcQ/y9PQlLjOdORCSqDj0ZMXU8w/pVIztqE7/+uZrTr3wYjDC3bUS7IdMZ29uZx+5LmDVuPLMWHybRsRdjJg2jXfXiv2hfD7EkJCpQSnfA1hLaEa3QoJbLUBkbUc0p/wbYrVu36NKlS5GOJUuWSE9/BUaY2zam/dAJfFDXgojDh3lo1YBuE4fStu6/WKUg2YctK9wJthzK+PET6dHInjKvV7GAjKwsQUGx/Vj3OXzU/YO8eTNyNXe5y+qRefPrg+4fMcf9aQz+JYQGTZaMLEMDarq8OuRsYu1MswFz+OanBfy8dDxdm4ew4X8/8O2aSzzJ8VEoskhLzcbRuSU9e/amc4duuHXrSf8hQxjYsSZpnmfYd+omr6pvwQgz20a4DZ1ItwZWRB0+TKRFXbpNGEq7esV/0S5ZsuSlZ6mg49atW9LTcyEjS56zx2wpoJ0hn/RH+G79kuY/3aX9nL85+1VTqQfJycncuXNHmpwvDg4O1KlTR5r8CtIJPLGWZfO34ReRgLCvSrPRC5g+vhu1izNnL/k6W35eipeiE31GDaNLw7JYFipYb37tMI5lZUdx4LdxRRjqiGTLx+2Y4f4ei+5sYGTN8pjl80GrPOYON0JTUGtyFV/0fqYMO0ennasY4PIiWU/fgLLVm9HIOZ8wkDyZqD1TqDr1LA1mHeT2d62kHgWgQZWdQtCVA6yY9wVnDQfx459bGFoHEvyPsmbWKA6oJ7B4+2I+ej5bI4WAo3/y4xfbSe/+Pb+vGULtvBfNh3Tun1zPsh824xueAPZVcB05nxmffUid4pQbcP/+feLj46XJ+dKoUSPKlZMOLj5i9/iPmL3bhS9P/8m4FpWx1k61lxdpOLlEyIoXgXumihp2NUWLRZelVi2QJu4dXy4mtm0iug+dJ/729BTbv/9EfNDETUxacbKQYQUpIeLodyPElKn/E4duJor0fGa7vcw18b/2DYRjUYd8RITYPLCisDEZIrZGPiniEEkO/2bIR5EmYk7NEbXLOIhq35yXWl9JRuR1sX5sVWFTt52YeyxRCCFE/B138UM3G9Gwy1xxNM+cyDQR6PGrGNbcVfT57qh4lNuUL2ki8OQK8blbE9Htk+/FDk9PsXPeUNGtSVvx2fLjIrDI5fa6eCh2jWskKlr2E3/cihJa//c5aOc9oaePvonJq5szKeFc2/QVrVq1KuAYwOQf3HkgPa9Q0om+uoEta7YQUbkP4+ZMoVf79vSdMpexvSoQsnE1Wzd7E/PSsIKUJLw3rcA9pTJugwbTpaHt8xo26NIaFv7jyZ2YZ2M+bxF6euibmOb9eCMfFMmRnF8/gxGLz5CQK11f3xATE3NMjI2xsX46taScjSO1G9QlMSmQO/efNZoBZGSkJJGYaY1VJccCI9VPSSfGezNbV28ktEIvxs6dQp/27ek9ZQ7j+lQmbMsatmy4WoRyy4cnwVzZtYhv+3fjg5xn65NpGzgXmszbUILaEa2xESYOTlTIVqCIjqOgBoo8I4kHfufx9vbO/4iOJbGcLblafq8gnehrG1m9dDMB5fsxfu5kutezw9LQEEv7+vSY+jXj+ljhu2Epaw9458y8KoAHXux2v8DevVuY93kfOrZpTvPmT4/+oxdyPTgDjX4+7eSEeKKzs5FHx5Mgz+bVK8rE8vC+ClX1SjgbGZb853kGBhg6u1BJqUIVFV1gHgilnOSQC5zYtYjfT/uTAGSnJXLd4whbPVRUeG8QPZo8vX8jh2o06tyLtlk38di0g8tPAGQk3vXg1P4DpFZqTo+O9Qr5vO2pYP9cuoHbVn0Y//VUPqxv/7Tc7OrRffJcxvcrj//mpazZd43ifV4dwqFfFvLt/hTKDJnNglWrWDV/MNYBW5n+5Uo8AmILEW48MSEKsl1ccDQzLuT3lyzaEa2eCabWlajmnIXcP5yCZp5qNGpMXRow8rfT+Pr65jrOsHPpdEbVaU2/j5oUI3CkJjFSjVXtAYydNZXu9eyweD7z7OkD8NEXE+nbty6WqWlkF/LWDrl1lvshQSTFPyI4wJcbN248P+49iEOp1sNA/1l2JnJ250Kmf96Odr2/ZId/FOl3tzJtwPsMHTSI7/68RmxSAfKNDScoTYmiTjWqGBtR4hPl9AwxsqxKrepKlL4PiJDaczC2dKb5BzOY2sEEz6UD6OzqSotuPZl9LhTXqQv5/cfB1Ho2/dGwLDU7DOO7xdNoHLeLkR1ccXVtTf8vd/CowVd8/9MMPqpaWCmqSYxSY1G9L2PnfMGH9eywlJTbh1PH03dAA8qkphZablKCD/3JVo8Y6r7fjb4929OyWTOavT+WyUPrYxK+lT2eQTwqKEIWH0VoqpysGpWpZGZaat8baycQhSA10ocNk7uw6tFwlp1cQ/98ApUaZRYZacnIjO1xLPPicZVFXeHv9es5kd2TZYsGUKXIT7KarJQUZEo9zGxsMM+32somLSkdpTDFqqwlRvn6gDwlmrjEZDIKGFG3tK+Mo00ZTA0BVKQ9SSAlPZXMLHWeYRtTU1NMrRxxsLHAyDCfCNPVhdQf8Ct6o/Zx5uuOOFoV433+YCVta/7D4JDLfFFDaiwIQdaTMHZMbMA3PgNYeXUHQ54v2JXbTaCWZ5GW/pgnaWlPZ38ZGGBkYYlNWVvKWplJah4NKnk6T+ISSMzJNENjM6zKO2BjbZmTTwWhJis1BZmiaOVWpqwlxvn6SAnm74lTWBhYl69/mcnQ1hWfvxRVYbuZNuoHDjpMYMeiMXSqJQ1CATeW02HEUhK6ruTgt72p45BPYE8bSDu5JUVW3H2x54u6wqFOO7HsutRaGInC3/1nMfWDQWL5hYxS/Y5RG0TvHC4q2b4nph+LECnZGqm5cLKTRERghEgqUoDsBYrUWHF6bgNh5VRP/FgacUKt4Sc2DOskqr8/R/xzIyavSXlNLP+wmXBpPEVs94nKNwAYu3+SaFylmfhs520RKytm2bxGtNM8BkysrKndqiOV5GmERsVJzQUiiwzmmvc9Ihv2p08Li5JvLpYyEQ/8UCqqUreWBcZG+dTEhWFcjsp1KlMun651YRiamVOrfTdqKTMIjsi7AvW7hR2OVSywlCfyOF1Gng8lk56QkC0nS6lEpRH5znZ6GB6APMuJmtWsMDMtZtm8RrQmWj1Ta+watKeFQyo3vbwpkmxlUdw++w8nrmbTqV9vKpdWJ0JrXOf8wRRknTrhZm2Otp4LPUMzrOt3oWNVGT6nL0kWjn+XcKBR80Y4yU+zed8/nI5IRAYkJASwbsUKDt8NIsXFEQeL/Kba+nL5+GNSm7alpb01ZbRUNvmhNdGiZ4q9y3sM7NOCBG9PvAsKU+bicXgAnodOkWjlRuvmZiUfSS1tvM+wJ7EKo8d2x9HaTHuLhOsZUaZ8E0aOeJ/kKye49M6q1gDnbnNYPvMLmvnsYmabJtSu1ImPp13CulIPWjlXwbWyC+UszF/O+1sXOBJnT58hXanqaK1F4byMFv+3Hgbl7KjUrjn1HnqxZt9NqUNeZFGEeB/HM8qZVkP70LSYTb63j2j2/rWT2Aqt6d7YBgvjlx6bEkXf3AqHrp1om+DF/7Zfk5rfGQxMrajdbxK/HPPk0s0bXPfew75VI2jtEM9DRRJ2FVwo83SLgVzE4r5jL5FWDejY2IlyZlqUTT5o97/rWeNYrSuf9DUndPd2jhRS2z4Ov4vnoVMoKvemf+9KpTYmpjWubWfxOVtGfDOeZg7W2r9fPTPKOnZjzBgHHm37i72PpA7vDvom5ljZ2uPg5ISTkx12Nhnc87lJnFVPeneuTeXykhfmzX2sPGtK90mf4lbDQWvdloLQrmjRw8yxJh3HTaab2Tn+2HND6vAUWRQh3kc5HVmBtiP70dxYyz9T6zzin3XbiGkziNHNnbAxKY2nQg9ja2daTfqO4fbnWLztqtThnSXeYw1/HPfF+f2+tKlVFYs8j1ssh7fvJrxeFwa3qoqz2Ruwt5E0nKwNNOrH4t7ZxWJoHTcx/VC01CwSA46LhR9VE616rRDeytILrWuLK4ubixqdZ4nDwQlCrind+9Vo0kSU3yoxvEJ9MW73Q6n53SIuTvitmCU61W4nun17Wvg8Ugq1JPt9VnQTTT+YLLbdiBSZUmMpUSqiFUIjNJkJ4t7BVWL4gIli+sHcwk0U/scWig+rtBC9V14X6lyWd4+H4vKiEaJWl3niSFC8yCplwT5DI08Rkac3ipE9h72jwo0THgv6iZadGouPZi0TR+5GiScKtUSwMcJnxefive5fi20+ESLjDRGsEEJoaUZU/ghNJo+D7nDdIw6Hr/rR7Hm6GrVaAwaGGOqXemOk5Hh4mb9Pl6HzRzWxtzfjTbpVIeSkPgzg8tZgyn0/lDZSh7cagUatRq0R6Onro6+vj76eJPNjfDjgaUTT9jWoVMniZXspUqqifYYQAr03KFO0iRDwJt+6rmykqaXPGyFaHTp0FJ13PSyrQ8c7h060OnS8ZehEq0PHW8b/ATsRNr3cSevbAAAAAElFTkSuQmCC" alt="" />
    B -8 Correct Answer Incorrect Answer
    C -2 Correct Answer Incorrect Answer
    D 5 Correct Answer Incorrect Answer

    Solution

    ATQ, = {(6 - 14) × 5} ÷ (12 + 8) = (-8 × 5) /20  = -2

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