Introduction to Equations
Question
1.1
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Question
1.2
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Question
1.3
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Question
1.4
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Question
1.5
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Question
1.6
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Question
1.7
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Question
1.8
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Question
1.9
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Question
1.10
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Question
1.11
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Question
1.12
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Question
1.13
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Question
1.14
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Question
1.15
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
Question
1.16
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Question
1.17
DPZBP1h3SOM/6ljvYjM3hy7KrqBx94O/VvWdC218Z1QsNxkbepL9xXHWW8uawwZ3bOsHwiYFqBMAAy2FOyUWXSJlCF3purwQi7XhOjE1B+fnGUz7cYnKR2P26JDFEtfWUQ1HzofE77RyCsbw4aWmKP63qrXG0thIfl9p479kZYjLOK8s/T+/vGxSZOQwbwJLVvvJND9TvToXk1avqugj8BwDym+84jYtojD91G/Cqc5c4y8ft46OJCkkzPiAxwa8g9V++CZteKpzO0kJpkM4BjEgkCZ/3WHHbpHQOjr2JzYW+AjGXf3X9d4xS4CLRM34GHHBtC/n0hFO9maguaptN9SYKG71wIdFkQ5M6XkKkDITm3K3NMIFLORowi2T+GvXhpt9QARFwtsAz/x/+Vg2w6BW72LibI6mG0A9aRgZilPvFPV45N5/t1ZOa/Lmt+8pLCvToRhrVeuGcLsBIqnwORw8XJxce7Z5pH45drHlffiR+QEguf74liixqWFDjdQ9+WPbPye/t13VceOBjAty9bxl1B5PbCfTP3VbJb029sT3YHZIzPuFD7L02UzbcPVG7ytgv8zlYKksTYvBuTnFxNM82f3LAKbmDz5eBXeQX/Qj/aY9ECzdGxErKbBhMql0sZpq4dOvNBOLW534K2BkALKDPCo46Ejk0bjCbL/RmoxvDfgE6urZokdWcX/rqTdK7qhYxImfv8Sxbu6J1XE5qaLhNLb1RgNHO75mPRb2pVFEKMtlGEesbRGRkqUtFeeHDw4RA0c53Q2Z8eMNBwsjvqQtbzygyp5JIXJsGgpQ618d/CWJv4v6Ktc5qFJXVe4GR3cjT8XF+Pv7zXNAcM+MojtuXOw/JRdpWl7jwV6t1dwgN5gMSdht3K32Um7k7o6dPiInYBfiV362zneJdcE/08bclLK+qALsw7De72YqM1RmEqqkk3FyuI1fu76GtTfLseVLxB3HZLWxF3M7uVJ5LtorXRRvo2h2L0kRfgyPFrE=
Question
1.18
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
Question
1.19
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
Question
1.20
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
Question
1.21
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
Question
1.22
quhzGGZLQh4kvdWBPrzxHtwgZAE2p8iAibniGoXbGn6JCMxN9FclnaZZPilkXnH2Y79H0x21pyJnXG8XHUh0kCfXQn1g0rZ9rYTGjULwvunyDt4SULm/DJ4FmuqACG8uu5ozl4d4M50paPSInqXrrcHnLVA/Whp1EjbzmIhuu1Qz3J9Gq0EyJJfzY6Ups94MRbYyzZNR1XM8DWvnqiMT300Co50uJPLCMCiJs2lQlk0YY2Rc1ajscw6q16K/x/bssGWp+EpajUHnIlN+i/1WJs9allz9pVSLcyibhUscKVHcsp5sUvtUjCvFXyHCNKXARA2y1Vx+nNVW4NU9TA197FMeMJYkgKRJKk3NLtBSvl+l1C0vrvihRZXtenDRYWwpcl2FNla41Bd3tqkszWV1qAE5YZ8zTmbR5deCDnkEknhFD3/P9w4GdsXCTr2ETp5aT8Y5aiU1kkRlYWtBSi4OsJCELT17fQAt5/8VUZh4OeRqNBat56c1S5BO6YzhYBlJtMLGCSsZ8sCv947jPncnS8cebhUUcNEeZKCix7FjRu0=
Question
1.23
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
Question
1.24
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
Question
1.25
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
Question
1.26
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Question
1.27
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1.28
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Question
1.29
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1.30
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Question
1.31
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Question
1.32
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Question
1.33
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Question
1.34
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1.35
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1.36
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Question
1.37
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Question
1.38
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Question
1.39
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Question
1.40
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Question
1.41
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Question
1.42
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Question
1.43
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Question
1.44
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1.45
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1.46
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1.47
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1.48
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1.49
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1.50
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1.51
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1.52
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1.53
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1.54
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Question
1.55
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Question
1.56
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Question
1.57
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
Question
1.58
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
Question
1.59
2v0iCVxNf5UWMSGzy4jvzDwGpiuPsEwNpFW2YzyyDGVxSl1CDzpVR9nlzOC3u/hPgDrrj0rz+GQXSRGwzw8KN9Dn6UGAHJWaLrZ/Cak6WcALcUv4uk2HF53KtwGVkvTzaoxeSep58QOU2CxyKvR4B+33RXzxNBaHcmLLagc//HXAQk2YluY0xAe/0xedn6bju908xB2KnSTvNYX+YoPx0w5Bxr2ILXRP6C6gzGrMG4/AEnsDuQS7bUKH2TgmcMB5MruEcLchfzHmV+pUrAs86fTamTWUY/JH0jhl4qowkyXg89+szEua+D/OE9RWxunKB86+kodJqD00fcMk80159SkfW5vm+sw5PM6BtEh8w2bUoCbnfhHartRzavNH52jWf2BU3daRdUyJhiqx4P3To50T3ewMW7gjJT50eQtNGkk4hGulCN74mzs0y6woB5df/gnZl3VmZkNBmjNpxasvZGvJ7hyoXwXx4Pz3s9c40bXIAsi40/t4PUp5hSD11zwQ02O/fiJF+AX4DfcLszPYUHxAr97//qnVTMWNqf5mJ661lnaa4uPKWR55mG1ZTUaSz+JZrAc83v2xG6nliE7kLmpe4AUeDEdN9upim0rEWgVyKoyFYvQWbHowPS5YJlg1aQCuPQ0GXODKPmqjLp9HqZqzXORzK6rBpg9LKc0vROYV+b4vRsYfZFTfeBNqN/4i9VRJDwJULqsaBKVhfUejBDKr9FWR2Y0pTjBEfuZ28UuwjlNxXIRwJanf+o9CyR0Rp5AoTeM6vv1GuzqJcG5VUP7FJS4LLl+GfLAbWh7foFAIVg3AjTjgyVYxtPRcge1cfvT66dBryPRJuEQi8RCnZP1H259syaA2PLYUHZy7MdLI8vy062g5I5ACQkRU5H4LEO06bl+ENICLBE66X/96dcBK1m0ErrUDoyHsPNYi9QKNhGR5Vu9uWhlyC14WsSXcI7BXg+WW4W0UPW9DHhbZpic004RSUIlhL0r83FuheAE+Q79t5krIFCjftdDo2BmItJ5ebcVM2HOz0K4+62SaJ7K7K06rlQNmgNfOF+pys5/GKegW8cZVA9PG5vZ1PDnQuJWmCPdVoFMXe1XNpnHF99BmHyhUO8OeNxPNf26ZFo09Oj+G0Cd0FkaQXcxf2x1sa0TN2cCOBrcSDPz+V2C+z9jJe0UJ4FvRfwXhTyrjv4pnZrYa206JsDsXCAcLVpQ62m6hOPXzChkTbn2j8Es7Sw==
Question
1.60
ee5QSZtOoWWnAj8M9Bs4WFNC4HjIDnXE9zF2lQkMJxvRW1JBTJIZ5YU1aYFSxSZwxxddUN7qv+gcDbNM7P9lo0/MWiLtn3utSB1CqqdEPS/9qLCJxwEvTdkzPlc8B1ibVmA95QN5BxBGP8IzrmJxHFqX2QF6+EPGgST4zNCkYUygCxGYBfUqE0wvfrYV4ldRi6JcxGxdT2Zz+Km4QN+08z8GPmBq9mefczLpa0UABj69loWan22Gmo6GLLWobbr82QZw6LF1VnLpSOVx2cOkqsJZU9nJkDwC3bsm1JwMHxBN9+6oqBE+Q++2dHK6zcb+ILI0zYhd3uNigO9SgMJlau8Rri/Pid5l2wATR38X8I5s/7kI7I0YZ2IWVeqiEJHWoRQgYkPadgzs465Et08kK+F4x1rFqcLB9YgAgDZJRjxTA+qvNTqxhATGimch+V2u9CYdri7Nf16KPUgYRvwKFLvkL6XIKcATvv2jdoxmWUvagljP0w57yWODcEXwUxOCyPl7UGB5+T9vaTVkwg8TDcHPsnYYoHqHXA9au4nMwW3mmA52jsK7RHvuOqJgFYI3ROMKmkPa/MvWh6TvsBJlA/WtIFD9s0iRNH/gq050Ya+xlFucG/tMcXhIqhYeUx7LnqTbYUSLGBdZUyQ9o9fUNJCupAkUVGnZQHWg5oPggV+vEH54hVIDupvuj0gQjHe4EM3AFGpDdCn26vcZAwRHHbi6LM2H8L9RKS6lca9jO9zSJrRaIwIUn2rXBJg0biSrEIXk0pdFAka0khrBW/D1z5CED0IhaVeqygTh2e7IweYBgt17oRrC+WanGtcRcieyZYWUc/1UwrgH1HhxTlZQcLb87OEKO/EmzcrevxXc7ht768NuZPEDIyRFalbUnLAVZDPmUS6j52nZRHAuOwMPMxi9Lyi6DJX0bTZhtVq6kn7Zof/1UbG4qbcHgTLHFrrPXuyGKeSMomIGTgFWIwe+/0GddsH9R+wM/FH6f8d9mfgozaFerb4tAvmvBaAwlw/2oIoi9Ve7eL7ZqnGdhefjeWx65xXZwGUQaWxe0+YdcppMjpDLUlpHA5+dv8AFSdRehM4S7N/+yYU3EdXKcGuUL0P2rSmtMJFWdX+bpJHxWjqfFh5JDZ/w4KbK6u06bGvfJpSsrcyCY5L3ejzgbzjh/eqH+XXks5vSN+N34drabQ9t6JYlN7IMwJc3rWiXNYDWRTiE+UJWJPebfnQDc2bCDHMwxp3/Njhte6o9qROU+2x6B40VD0egQEfYm/f0TKI5yUAqMdCL56rsE7B/o6ZKs4uJE9SDnN7HCWwxwd30tLhgiZGo6+NydSlFY7yLl2uSCdi6GYXyUJ0rkWAkzi7ra3/bJggC7VtmEPO/vb8kav/8p/U4eSUVacC86eY7f2MzMPqTa3OJqWC2Ngwz+shz92VQ6KGIHF4BaOZ+kUwfSd3cNZoTv0+5kQwyZeg9aiIyVAZhrODE78IjyRFiweDu3/1zlEM0yXU8zuLt0cJrvgTCxCUgO63s1z8S1aMjQ58SMttpLZTYLRmCctCELjeI+tkmdMLcVJ/meHmgmaf8T1wkWJaFhrQ0k5vqDbBb2YV2fY09iUFX8Q3ECe9EfSnScLRXrMNoyL4bN6XPJ8EAEGxMbOH2xS1dTg+3xpAKjIR9QmenonClCY036GxSWiWNKDnOrLiBVCy2bB5in9mnQ86jPa8itLK/3d6ceuobOH/NPap0Y3l9/VqF1JGRYDtN7rR74QjAVd2D5MQbuQihvCkHyN5DylFcteSFaVJKIOMcFxTaab9kC1Q50b8+TRpIm1+x10i/aYOSYxbrikR8gmhkp3OSAyYG5/LQ5toIuJPxg2Y/pxqkRZCsxVywQP9JPaGhi1mz6YsUSrMD8jhU8kXTXkSfwsnlH5F9YvozrUJCZI+5QJBTpRffHWJ+vVz6GT4QH4uHToe9FtrL8AidIgkAst6wFwzqI1+i6aBAzUXu6i4uezVcM6QG5NhsCikxGccMpYN680Ia1sIZvRIRbIlgSylqCQ/44ewyyMgrCO7UeGtDeeXbZQi/us6ZMpkghtWSYrAofGUW
Question
1.61
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Question
1.62
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Question
1.63
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Question
1.64
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Question
1.65
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Question
1.66
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Question
1.67
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Question
1.68
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Question
1.69
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Question
1.70
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Question
1.71
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Question
1.72
cmb+SytGD35uUhrDxufFFXdodT7fy8Rr5Y4nhWcpzPpFT3HlUUHsX68z2ukeaHKqomg4lAS4+lTEFaFcG7hvBAQqWbcKsN/ihGa7Ddzq24GdT3xqE8kuf2wAff47Xghl+nDpkihxONkS+VuFfYIOTlk/vAwN24r+MQyvZvLjKLNzbHyISNZRCI89Df3LOU8Nlby9MUo97+HdnvYFqEZaaRgjhTCProWhTqJ52XMHo2GtQQysXIRqewQbIBZzZwbiFfCOsaZgR4xaY9lkCZgxqetGE5MdhboKBmknagmoenxfUrEISP4HO0PVuuGQGkApKIWpSabDIEif0/wjrmSDv5CNfBPHtbe++ygtdKoLKZj/XJ9vaxSmfZ24DoxeE8IkpwhjYj98CDpxBspXLi/SAkZ6M28RMrYBrfyhBSMKt7Nnvu7JieShPymFFHpwJPPl5Q7jQ+NS2jGf5W57SYbUCnDf6kOTHfwz1VOIctDpt/GwL/uzFFlJjbOV6iRiewCTjyX/k4dTsqT4B/6rahpUkk7Ex2jR+vN9fscB93vJveFyREGKJEDLw3ayNjmKUdtKkjp+/EPDpG79iyOy/3+yez5iZjyfFGFweV1cpEYj7FJI/lq+SwBILE0CLnpp8pDmHasWvVgpEymKu2wDjbzGOs8a7/3yCf7Dea03MezvwoQN5dRWTuTWpknafNoeTQ72OkLvbz+v4OfTlMHuHPDoNBPYQvVl+BMGqji1lry0oRtgFUjCXW7EjcFgScVzY2Xv3aCxsu4gbyQ/MQJmfZsGrRSqpjJC8KE6ruSkXhOpyI3QfQFjpo6bwJ2FIx/dh8xpOj68vJ3QYV6m19l2kQv75HfUdptkpld0/WVnBGMZ6apOzjy53XeUCw3fvdaOucA3Kg4xBjka3P2VT8UzObmV5+3W0AIUiYs8T9R+P2M4UeI/wE0xx7r2dGrnDX6JGmZ5sUN9FfimhhyhJvdbY29LlKIb6Xvz8A6KETo/WlOz+OyLEzGTcQ2Mt+q+wuTPZCWL+x8Ghg4tNu9ob+0aH42jtzPpGTAvyX9nsLdbX//eM3TObaYaMmnKRPPRtFP7mBO5DnbOn7xDZJVMAnh5X39MacU7vwylyfr2kPuo+Dg5BRbUION0CjS5+gBno1PVcq3R2OCTt3yfYgUynQAppZwNBLWqv47z0WxjiTwwknSx20UJkpRoQTnNy50IsTsLvyEF78/Zzwh422zJ8V2u9rIBs6QS+a2DtDDXREtdHIg3SY0i7K1pBH8g1fKHsn72ZCKzZ806N/hnHEUJae3jo0ULOUARzP3wZsp9QCVQUxbxS+uzIpJyab+3CQfPiffvsPF3GrkjNl0ZS+bsoRk3Rp43S58XkbJBlz3SnB1dyysgoJ6W0Vap+YA7eqRnIFnFh3AWgWXdLU5LvQoXcOAbq7do3ghm6ewZK2Qnk6N4XQt7hcvQ/VCh9g9whHVKbsGJGACHSrBxUCvFCA3Dmji9psjDsb+f1bp19eNxc6106Eo4ZvPtFSWr5/wmFt+iAa8/plqf1pOPL0JK0ZIMHONhBG8vw/N43jMpzsBfVAMyke+pdByjVhNRcTXH+493R7FKCDx0AKJ4fCqUGkoxYFPivNJM1azTNJOwceiSpycArBhAlRg3iuA/xIHPCBvnpHlWeOlEz55sDaTwaK2sWzaZa3TtyVyBR/8R+O9ZEpg+NCB2DFVjFhjEYtbhvJBs5+skN6/hPv0nhvkR0aHZxBQdEdgwCneh/oT2AY5A3Crgus+6UUP9XS6zhB1mUZRNdcdVOEbvc8ABfwydm037UcbsofKDAgwOUioax0p5VaBIK8mu13P5Zsh+6TbH39hMUnctlwz1OWnIRuzOZ/bZyJmXmgflJbakwFkGOu8kq0bSYuwQT6OYQp/DnPmMWcCc6CRAXY42FToe5rnA66q9gDcPaPGP0MsOKnh9C6pZSavL/fNU8SrpY90Xdm6i8P9BUW1crAFHOT2cLB2kJEOQrVOai022KY9X0dBU6cBoMXMDqv3D2Ykc1UEnYwALl3UL0CE9gVHlL5I3cBrIC4sp9rTR+KLh3SLBFAGEZCrE4Zq54gZ1bLwX582LrPe/RdadPUiyT8QyHQ9H3JuJIjaR96G/Q2T0m1/pLTinASkf00FaQPRrhfdbEgER+yWd3kOqSHOeUvnh8ltZc+cvgds0lQGNjahBDZIzAcxO0yGNmeYHJ8GR6SWlVNiXySaGGNO+Eu0kLdVuQ0aoyhaHyzuYwFVlx2LEUgpDqn19TAWc9E0EhTokZWx6IaCkTtC95PYs5NYpnxwe+UChBQ==
Question
1.73
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
Question
1.74
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