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Question
a+b=5 এবং a-b=3 হলে ab এর মান কত?
2
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ANSWER : 3
Descrption
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JGcnOnSfPFcmpjyp0FPCc19SxOTHorpkTSpL+m9zX9EaTFtNJDjtwfET6vb6ziSd9nbZVzaX8783XRbIv5wsLSrpN22XH1tNjcac2C/zE24dsxeWNyEuwaqGJWViUlmUvJIV7l50t4rJh2QWwja7TnJWTq51in5qJAqOl22Th826Iv2UfNfcs2zuby8k5cL5C3f9ONLi8l+SUUo8hzrG264wXz7298273//+827774bPX5DrnCVje/Pfvaz0QWUcpFcfM9JlnZy17fU4fImyyqTJ3tk0pe0a56qjKGKuuULo/VJD3bboNvXT7nm7PoEj+v4NNRXWkzSCTv9tw/bt8+dsTfoyv/LY0FktiQzo9dff90cPnw4eiqifGR/SmZVPj0kP8RbUjQM2BBuSdHAue4YnIip7k7U0X6oN/HWwTreZgg38dbNWEP7iKlEFuxMsarN2G6+AMCeKfXhPkX72JNz5845vaG4Gy8CqHrMlBjOqooippLpsF+S5G04JauNHqDXrRcA2AfFtbuurGw/qihvX4PV7kFxRdvrxosA7B8aH+RflKOrcojJAUn7sPv4o3XLVtuNFwDEH62bfOxu2firLm/vzZTHF9tH65ZpM8nb5YsA7KN15dnkIb5YoEheEFMRam3K2JcR3HTTTZW9OcT1CwBEqPIc8iIvI3CErXQ19hE7VZw8cfUiAJlVy6UwRV5GUBqQpxUgJo8SV/cLADxCVTrUkF8EUBqegwoQkwOI3aii7hcAdKOPmtoI+UUAGvKAmDRkIUMMIT7FMAOWSg4J/UUAlUDNWSliygmsjsN5BnT3qPMigO6x3qglxKQjDx2j0PACAOWInIbHHwGnOAtXhpgKo6u+oIYXAFTfSz0t8CIARbm4dhPqmp5wiMQS0PICgBAywosA9GWZGZO+nBARBIIngJiCHwIAgIA+AohJX06ICALBE0BMwQ8BAEBAHwHEpC8nRASB4AkgpuCHAAAgoI8AYtKXEyKCQPAEEFPwQwAAENBHADHpywkRQSB4Aogp+CEAAAjoI4CY9OWEiCAQPAHEFPwQAAAE9BFATPpyQkQQCJ4AYgp+CAAAAvoIICZ9OSEiCARPADEFPwQAAAF9BBCTvpwQEQSCJ4CYgh8CAICAPgKISV9OiAgCwRNATMEPAQBAQB8BxKQvJ0QEgeAJIKbghwAAIKCPAGLSlxMigkDwBBBT8EMAABDQRwAx6csJEUEgeAKIKfghAAAI6COAmPTlhIggEDwBxBT8EAAABPQRQEz6ckJEEAieAGIKfggAAAL6CCCminMyOztrxsbGWq1MTEyYqampilutr/pNmza1Gp+ZmTGjo6P1BUPL3hJATBWnTr6oa2trFbeio/p4XxcWFszw8LBZXFw0/f39OgIkCm8IIKYKUyWzJfmEMGtYXV01W7ZsWUezr6/PHDp0yAwNDVVImaqbSAAxVZjV+LImlFlTHKeIaXl5uULCVN1UAoiposwuLS21ljAjIyNmbm7OhLTnEtIStqIhFHS1iKlL6RdRDQwMFNpzsWVtqJoFNzk5aaanp1tUL1++fN0SLwtyK3N7bIgzziycmnoMYupiZuVL++EPfzjXnpPs3YyPj5ujR49GkdpNZc1ykjjt2cg9e/a0Ys+KWjhJObtpLkvClZWVYE4iZOXU5OMQUxezW2QzXESU3DyW2YR8rKy62IVcTYlgLl26lDvOZJ/LzDZzBczBagggJkepuHr1qnn++efNwYMHzfHjx01PT891NcdnAseOHTNf/epXjVzXlPesldQjn7qvhxJhPP7441Es9t94p0XE3/ve91pxysxn165d5sEHH8y1vJNZ49atW03RZaGjFFNNFwkgJgewZVbw6U9/2vT29kaiaXfdTvJLapdljzzySFTuySefNJs3b84UjXzBjxw5Uuv1QXIZwKOPPmoee+wxc999910XezuZyM+eeOIJ89RTT5lnn302s5BlBnX48OHcM69MMDlIJQHEVDItdpmRvKI7ecV3pz0hmWnJLOLChQvm4sWLqXKS9uQMX52zJVlKnjp1yrzyyiutmaHd+7I4RbadLhXIu08m7R04cCDXLKtkWileMwHEVCIBMgPYtm2bueeee0r9NRc53Xbbbeb22283p0+f3jAi+ZLWubckM6X9+/cXOruYXObJrTqvvvqqueOOOzr2WSQmn7zL3RJppagCAoipRBLsqXEXt13YGdbJkyc7fgnrnjnY5VmRM21JzFbGt9xyS8eZlYbZYYnhQdESBBBTQXj2Szo4OJg6y8nShHxRb7zxxmi/qd0SKHkKPUudro+xIk6b5WRt186+2sk4eZlE1jo5rhkEEFPBPMpZtd27d5vnnnvO3H///QVrWV/soYceijaHZa8pflZPhCACjC9n6ljiyOxGPm+++aaT/spJA1nCylm6+Fk9kdInPvGJ6wRd9zLWSaepJBOBxospedV0GpWsyxR7ZbKLZZyNyS7n4hvlySug7bEbbS6n9bHI7y3HrHyytmHvJ7RXdm+Ur42WuVnb4zg/CCCmRJ6yfvGSXygX6a7qy+8itnbSdFFvFYJ3ERd11Eug8WKqCi9ickMWMbnh2LRaEFPBjG4kpvjjTjpV3+6mVJ9nTEX7jJgKDsCGF0NMBROsXUyd9qY6dTdtCZu2lENMBQcSxdoSaLyYqtr8Zinn5hvFjMkNx6bVgphKbn6/8847qbeRZB00r732mrnzzjujR37UeXV3u3jtjEluUpb7+1x9du7caV566aXSV5K7iod6dBBovJiqwlzFX/q05VJVfclSb1X7X1XMPLP0h2N0E0BMBfNjL7B0+cA2K7vkBZYFQ3ReTC6wvHLlirMHtlnZJS+wdB44FXpHADEVTFm3b0kpGKbTYt28JcVp4FTmHQHEVCJl3b6Jt0SoTop2+yZeJ0FTiZcEEFOJtNnHnnR6XEnymUydbl9Jq6dEiM6L2htv293Ia8VlG93orcMb1eM8aCr0jgBiKpkyeyYt+SWUm2zlUbD2ZZedZlfxB8WdO3fOi4ehyZk0ebBd/EFxgjH+HrlOD9CT4+yD4lyf4SuZSoorIoCYHCRD7pK/6667ogfG2UfrtnuJgJyBim+WyzFy6v3mm2828/Pzzi47cNCl1CpEtPKIXPto3ddff/2650jJMdIv+xgX+2hdeb0TN+SmIg76AMTkKP3xlxG88MILbWc+8Vdmi5TkC1rkZQSOQi5djX0ZwU033dT2Ub+ylD1x4kTrmiyZae3YsSP3ywhKB0oF3hFATF1Kmd1/CenFjXL5w969e3ksbpfGWJOaQUxdyqbMHuQVRKE8u5onUHZpYDW0GcTUhcTavZU632zShW6ua4KnTXabeLPaQ0xdyGf8bFUXmqu9CQ3PJ68dAgGUIoCYSuFLLxyalEJbsqaPAI4oQgAxFaGWsYxIKXmGTmYTeV+RnbG52g8TKcnHXrsl/y1n7s6ePbvuZ7UHSgDqCSCmilLU6cFpG10NXVEoXanWXkDarrGQzkR2BXYAjSCmAJJMFyHgGwHE5FvGiBcCARBATAEkmS5CwDcCiMm3jBEvBAIggJgCSDJdhIBvBBCTbxkjXggEQAAxBZBkuggB3wggJt8yRrwQCIAAYgogyXQRAr4RQEy+ZYx4IRAAAcQUQJLpIgR8I4CYfMsY8UIgAAKIKYAk00UI+EYAMfmWMeKFQAAEEFMASaaLEPCNAGLyLWPEC4EACCCmAJJMFyHgGwHE5FvGiBcCARBATAEkmS5CwDcCiMm3jBEvBAIggJgCSDJdhIBvBBCTbxkjXggEQAAxBZBkuggB3wggJt8yRrwQCIAAYgogyXQRAr4RQEy+ZYx4IRAAAcQUQJLpIgR8I4CYfMsY8UIgAAKIKYAk00UI+EYAMfmWMeKFQAAEEFOBJC8tLZmBgYFWyZmZGTM6OnpdTSMjI2Zubq7185MnT5qhoaECLeYrMjk5aaanp6NCvb29Znl5OV8FHA2BmgkgppwJWF1dNePj4+bo0aNRyYWFBTM8PGySchJ5iRzscTmbKXy4SOnSpUutduX/5+fnkVNhohSsgwBiykldRJSc9cjMSD5xCcnPJiYmTH9/f84Wih8u0ty6datZXFxc1+6mTZtMt2ZrxaOnJAT+PwHE5GA0yKxEPlNTU9G/8aXenj17ujZrsu1evnzZbNmypdUzkWRPT08rPgddpgoIVEoAMTnA29fXZ44cOdKapYgg7ExJZivySc5iHDR7XRVWTMnZUbsZXRXtUycEXBFATCVJigxkg9vOltpVNzs7a8bGxsza2lrJ1tKLiyRXVlbWtSVylGXlRjGm18wREOgeAcRUkrXMRrJscCdnVSWb3bC4naXFD2KPqUri1O2aAGIqQVSkdODAgXX7OZ2qq2MzXGKR2drBgwc5K1cizxTtPgHEVJC5bHjLxnbWs24yY+r29UT2UoZu7G8VxEgxCLQlgJgKDAyR0uDg4LrLBkQC8ml3AaXMlvbu3duViyttd+zFnUipQIIpUjsBxJQzBcmruW3x+BXWyWO6JQd7HZPE1M3LFHIi5HAIpBJATKmIOAACEOg2AcTUbeK0BwEIpBJATKmIOAACEOg2AcTUbeK0BwEIpBJovJiSjyhJI8KmcRohfg+B6gkgpgRjxFT9oKMFCKQRaLyY0gDwewhAQB8BxJQzJ+3uQ8tZRWU382aJrRs3EuflwfEQSBJATDnHRJYvf1qVSTnk3QeT+ttdtJklNsSUlh1+r4FA48WU90vPHpOGYUkMoRNATGx+h/4doP8KCTReTAqZExIEIJBCADExRCAAAXUEEJO6lBAQBCCAmBgDEICAOgKIqYKUyGn7bj2DKS18TbGkxcrvIWAJICbHY0HTkyM1xeIYM9U1nABicphgefD/iRMnotc51T1j0hSLQ8RUFQgBxOQo0fJY2/Hx8ej9bQMDA7WKSVMsjvBSTWAEEJOjhNu3oNgrzeucMWmKxRFeqgmMAGJykHBZNm3fvj16lVPdYtIUiwO0VBEoAcRUMvEiorNnz5rR0dGopjrFpCmWklgpHjgBxFRyAMg75qanp9vW0u0bgjXFUhIrxQMngJgcD4A6Z0zJrmiKxTFmqms4AcTkOMGaZKApFseYqa7hBBCT4wRrkoGmWBxjprqGE0BMDU8w3YOAjwQQk49ZI2YINJwAYmp4gukeBHwkgJh8zBoxQ6DhBBBTwxNM9yDgIwHE5GPWiBkCDSeAmBqeYLoHAR8JICYfs0bMEGg4AcTU8ATTPQj4SAAx+Zg1YoZAwwkgpoYnmO5BwEcCiMnHrBEzBBpOADE1PMF0DwI+EkBMPmaNmCHQcAKIqeEJpnsQ8JEAYvIxa8QMgYYTQEwNTzDdg4CPBBCTj1kjZgg0nABianiC6R4EfCSAmHzMGjFDoOEEEFPDE0z3IOAjAcTkY9aIGQINJ4CYGp5gugcBHwkgJh+zRswQaDgBxNTwBNM9CPhIADH5mDVihkDDCSCmhieY7kHARwKIycesETMEGk4AMTU8wXQPAj4SQEw+Zo2YIdBwAoipQIKXlpbMwMBAq+TMzIwZHR29rqaRkREzNzfX+vnJkyfN0NBQgRazFenr6zMrKyvRwRMTE2ZqaipbQY6CgDICiClnQlZXV834+Lg5evRoVHJhYcEMDw+bpJxEXtPT063jcjaT+3CR0v79+1uClP/ftWsXcspNkgIaCCCmnFkQESVnPTIzko+Vlfy3/ExmLf39/TlbyH+4lePa2lqrsJ3VXb582WzZsiV/pZSAQI0EEJMD+JOTk1EtdukUX+rt2bOn8lnT7OysOXjwoFleXl7Xm02bNpmql48O8FEFBK4jgJgcDApZNh05cqQ1OxIx2ZmSyEE+i4uLlc2eRExjY2MmOTuStjvtfznoNlVAoDICiKkkWpGQbHBvtNFsxRFfaiWbtQLbKJxOkpF9r61bt5r47MzO2pgxlUwwxWshgJhKYpe9pPjeUqfqkrOqks1eVzx5ptAewB6Ta9LU1w0CiKkEZZHSgQMHMm0ud3MzXLok7fX09GtCXooAAAmUSURBVHBWrkR+KVofAcRUkL1seMvSKetZN5kxJTenCzadWkxik0sVNlo6plbCARCokQBiKgBfvviDg4PrLhuQU/byaXcBpcxe9u7dW+nFlbYbdq8KKRVILEXUEEBMOVORvJrbFu/t7W3NiJLHVHlGTtq31zHJf3MWLmdCOVwlAcSkMi0EBYGwCSCmsPNP7yGgkgBiUpkWgoJA2AQQU9j5p/cQUEmg8WLqdOFhp2x04942lSOBoCCgiABiSiQDMSkanYQSLIHGiynYzNJxCHhMADHlTF6Wm21zVtmVw7ngsiuYacQRAcSUEyRiygmMwyFQgEDjxcTmd4FRQREI1EwAMbH5XfMQpHkIXE+g8WIi6RCAgH8EEJN/OSNiCDSeAGJqfIrpIAT8I4CY/MsZEUOg8QQQk6IUy3Oc7r333rZv9VUUJqFAoHICiKlyxNkasG9S4UFv2XhxVLMJICYF+bWvE5fXQCEmBQkhhNoJIKbaU2CMfVEBL6hUkAxCUEEAMdWchvjbVhBTzcmgeTUEEFONqZAl3NmzZ1ub3YipxmTQtCoCiKnGdCTf4ouYakwGTasigJhqSkf8lUvtQuAxJTUlhmZVEEBMKtLwXhDMmBQlg1BqJYCYasW/vnHEpCgZhFIrAcRUK37EpAg/oSgigJgUJYNQIACB/7etcW2TdQ0YEIAABDQRYMakKRvEAgEIvHciiBkTIwECENBGADFpywjxQAACzJgYAxCAgD4CzJj05YSIIBA8AcQU/BAAAAT0EUBM+nJCRBAIngBiCn4IAAAC+gggJn05ISIIBE8AMQU/BAAAAX0EEJO+nBARBIIngJiCHwIAgIA+AohJX06ICALBE0BMwQ8BAEBAHwHEpC8nRASB4AkgpuCHAAAgoI8AYtKXEyKCQPAEEFPwQwAAENBHADHpywkRQSB4Aogp+CEAAAjoI4CY9OWEiCAQPAHEFPwQAAAE9BFATPpyQkQQCJ4AYgp+CAAAAvoIICZ9OSEiCARPADEFPwQAAAF9BBCTvpwQEQSCJ4CYgh8CAICAPgKIqURO+vr6otLLy8sb1rJp06bo93v27DFHjx4t0SJFIRAGAcRUIM9LS0tmYGAgKtnb29tRTLOzs2ZsbMxMTEyYqampAi1RBAJhEkBMJfI+OTlp5ufn24rJSmlxcdH09/eXaIWiEAiPAGIqkfNOYrIzqpMnT5qhoaESLVAUAmESQEwl8t5JTCMjI2ZlZcXs378/Wsqxv1QCMkWDJICYSqS9k5hks1v2nkRMo6Ojxs6g2GsqAZuiQRFATCXSvZGYkss4OXZ6etqsra2VaJGiEAiDAGIqkec8YrKb4YipBHCKBkMAMZVI9UZ7TFJt/JolEdOJEye4jqkEb4qGQwAxlch11rNyq6urZuvWrYZLB0rApmhQBBBTgXRb0cSLJqUTvwhTjkNKBUBTJFgCiCnY1NNxCOglgJj05obIIBAsAcQUbOrpOAT0EkBMenNDZBAIlkDjxZTchE7LNI8mSSPE7yFQPQHElGCMmKofdLQAgTQCjRdTGgB+DwEI6COAmHLmxD6NMmexdYdzW0oZepQNgQBiypllxJQTGIdDoACBxouJze8Co4IiEKiZAGJi87vmIUjzELieQOPFRNIhAAH/CCAm/3JGxBBoPAHE1PgU00EI+EcAMfmXMyKGQOMJIKYKUiyXFPD8pQrAUmUwBBCT41TLq5vm5uYQk2OuVBcWAcTkMN/2ud6IySFUqgqSAGJylHZ53O74+LiRd8cNDAwwY3LElWrCJICYHOW9r6/PLC8vt15uyR6TI7BUEyQBxOQg7bKE2759u+nv70dMDnhSBQQQU8kxIPfinT17NnoVuHzsvXnMmEqCpXjQBBBTyfTbV3+3q4aHzpWES/FgCSAmx6lnxuQYKNUFSQAxOU47YnIMlOqCJICYHKcdMTkGSnVBEkBMQaadTkNANwHEpDs/RAeBIAkgpiDTTqchoJsAYtKdH6KDQJAEEFOQaafTENBNADHpzg/RQSBIAogpyLTTaQjoJoCYdOeH6CAQJAHEFGTa6TQEdBNATLrzQ3QQCJIAYgoy7XQaAroJICbd+SE6CARJADEFmXY6DQHdBBCT7vwQHQSCJICYgkw7nYaAbgKISXd+iA4CQRJATEGmnU5DQDcBxKQ7P0QHgSAJIKYg006nIaCbAGLSnR+ig0CQBBBTkGmn0xDQTQAx6c4P0UEgSAKIKci002kI6CaAmHTnh+ggECQBxBRk2uk0BHQTQEy680N0EAiSAGIKMu10GgK6CSAm3fkhOggESQAxBZl2Og0B3QQQk+78EB0EgiSAmIJMO52GgG4CiEl3fogOAkESQExBpp1OQ0A3AcTkKD8LCwtmeHjYLC4umv7+fke1Ug0EwiSAmBzkfXV11Wzbts1cuXIFMTngSRUQQEwOxsDOnTvNhQsXEJMDllQBASGAmEqOg0OHDkU1nDlzxszNzTFjKsmT4hBATCXHwNLSknn44YfN6dOnzcjICGIqyZPiELAEmDEVHAtXr141O3bsMMePHzc9PT2IqSBHikGgHYHGi2l2dtaMjY3lyv7a2lrq8TJD2rt3rxkaGoqOZcaUiowDIJCZQOPFlJlEjgOPHTtmzp8/b6amplqlEFMOgBwKgRQCiCnnELl06ZLZt2+fmZ+fN5s3b0ZMOflxOASyEGi8mFwu5WRfadeuXebpp5+O9pXiH2ZMWYYbx0AgG4HGiykbhmxHyRJu9+7dmQ6emZkxo6OjmY7lIAhAYD0BxJRjRMhtJ4cPH25b4tSpU9EFloODg+bWW29dtzGeowkOhQAErhFATI6GAUs5RyCpBgKIyd0YQEzuWFITBJgxORoDiMkRSKqBADMmd2MAMbljSU0QYMbEGIAABNQRQEzqUkJAEIAAYmIMQAAC6gggJnUpISAIQAAxMQYgAAF1BBCTupQQEAQggJgYAxCAgDoCiEldSggIAhBATIwBCEBAHQHEpC4lBAQBCCAmxgAEIKCOAGJSlxICggAEEBNjAAIQUEcAMalLCQFBAAKIiTEAAQioI4CY1KWEgCAAAcTEGIAABNQRQEzqUkJAEIAAYmIMQAAC6gggJnUpISAIQAAxMQYgAAF1BBCTupQQEAQggJgYAxCAgDoCiEldSggIAhBATIwBCEBAHQHEpC4lBAQBCCAmxgAEIKCOAGJSlxICggAEEBNjAAIQUEcAMalLCQFBAAKIiTEAAQioI4CY1KWEgCAAAcTEGIAABNQRQEzqUkJAEIAAYmIMQAAC6gj8X5jVf/ZfS9YGAAAAAElFTkSuQmCC"></figure><figure 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"></figure>
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