.pf{position:relative;background-color:#fff;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.bi{position:absolute;border:0;margin:0}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}.pi{display:none}@media screen{.pf{margin:13px auto;box-shadow:1px 1px 3px 1px #333;border-collapse:separate}}.ff1{font-family:ff1;line-height:.900391;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:1;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff3;src:url(data:application/font-woff;base64,d09GRgABAAAAABjUAA8AAAAAKFgAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAAYvAAAABUAAAAc1G40cUdERUYAABigAAAAHAAAAB4AJwAZT1MvMgAAAcgAAABAAAAAVhMBosFjbWFwAAACVAAAAHcAAAF6E5kkLGN2dCAAAARIAAABDAAAASSYZpn4ZnBnbQAAAswAAAFSAAAB2AIRwmFnbHlmAAAFfAAAC6gAAA/I9kx7c2hlYWQAAAFYAAAAKgAAADZnI0kPaGhlYQAAAYQAAAAiAAAAJA18BShobXR4AAACCAAAAEwAAABMVzkHImxvY2EAAAVUAAAAKAAAACggqiUqbWF4cAAAAagAAAAgAAAAIAE+AN5uYW1lAAARJAAABywAABDp9hT7o3Bvc3QAABhQAAAATQAAAIE82gv+cHJlcAAABCAAAAAmAAAAJreaRXh4nGNgZGBgAGJRw/174/ltvjLIczBgAJd/cexrWLcAWRwMTCABAL8bBqEAAHicY2BkYGDd8i+OgYHdloHhvxj7GoYUBkkGZCAMAHL+BLMAAAABAAAAEwB5AAIAAAAAAAIADAAGABYAAAEGAF0AAAAAeJxjYGStYZzAwMrAxjiLsZCB4V8chGaZzJDGJMTAwMTNygAHzAIMaMCBQYEhhHXLvzgGBtYtjIsaoMIA1rIKcALsAEQAAAAAAqoAAAACAAAG3wBzBrYAiwQMAH8GRgCLBz0AiwXRAI0G4wCNBZwAmgVmAFgGAAAAAAAAAAYAAQAE9gB7BS8AZASiAGB4nGNgYGBmgGAZBkYGECgB8hjBfBaGCCAtxCAAFGFiUGBwZHBl8GTwYfBjCGAI+f8fKIcqFvT////H/w//P/B/7//d/3f93/l/B9RMNMDIxgCXYGQCEkzoCiBOwgtYgJgViIFmsTNwMHAycHHzENIziAAAEbUX6gB4nHVQPU/DMBC180GhLdCUQiuFwZWVJbWp2KiE1GA3ESOICsVbXUWo/QMVI3N+zSUjEwz8mP6ETuCEDVTL8nu6O797d9HFee+s63VOT47brebRYePAdWwLI1aiNyRJvsypeHnmrAwRkvNXQKO0P1E13NYAzVABlp0/Ic5G5oIVcvb74CUgKgpsB4IkZKUzsAODBBxJNcmKKMrn6dCcAg0v1UNaEScgyQoaQawBPaZDH1x5o3ydqaeUjunOH9Ot6T3ar66zvZVuIKbbf5+nuzrkdfsTzj7N2AibLVQm8xhsqdeL2UJwFhOwqSix5cqNpDKnJgEOFQNoVbMatUG8hkiT2jfc+YZXFBIf7pUClwojgalYg0UFtMMBZyRezTh7Rx5yvz+EMVF6LqqQkMKyc0EBa5GYhUXzFKKFqvpxZlLSk8buNeLsirMvzqbQC/kP7tp92QAAQBwGLQUnByIQHAQteQ4NDYsNeQlzPmsEeXkwDUMAjbgDPIUdKysAAHicPc/BR4NhHMDx77vn9zzvTlOnJMm6p24zk3hlskPSMa/UvIeM6ZC80qFD8ppkEkkmmSSZdJj3sENkMkmSZKZD0nV/QKfVe5j+g88HQ5wE40yx2lvubfy2Qe2pQK/pc2vUStDlnUfuuaXGJRdUOeOEA/Ypsck6RTzyrOCywDw55pjFYYZp0qRIxhvxwP6ws3bSHjCB8Y1rHDNhxsyISRijf3RHv+iGLmlPp+RbmhJKVSqSlyXJiSMZGZYhQXXVl2qpUNVVTfmqqCZjhZhnlS3XykTCTzq0eeOVZ55o8UAzEt8RUo/cN5H8mqu+vsJp5D/miEPK7LLDNlv4FKLH4v8h21+kSerBP8JuSUsAAAAsACwALAAsAL4BggIAAoIDLAPMBJ4FQgXmBeYF5gYMBpoHTgfkeJx9l3tsU/cVx+/vd3/3d++1r1/34es4jhM/Yic2dvyI7diJH3k45EneAQIJDAKlFAivFgLtuiEBKywMqr7VtVPVbtXasYKqlWlT263Tqj06aeqmquu6SZs0NK3rpmp/NY27371OoAw0OXGuf/fYyvmc7/meYwpSPRQF55kpiqZYKnoFUC0dV1nU/M/EFcz8seMqDckldYXWjhnt+CqLL33WcRVo50mbx9bosXl6YEPFD56o7GGmPn2pB71DkY+kjlAUXmReJVdDVKGUCkJEYYCKkRoKSV15F63yytBAb7mnqzOfc9Wqsmgx8iyiIaDUQpsbMGCDhQ7HqXAoHOOBR/XQMosVWbUnE6obKBaAwyDg87K+QKoI0slEJp0pgAxIt4OEKtn1MPsdo9D2yjgUTCvXXkE2Xu5FkDdBRP6bC4Ntx6EdImSf7OiIQgbRnOQW6/CPeKNjAUGVBDm4J8a3XkPkEqnbmxWErq3sGqj8m0X1Ii83QGgxcGaV41g7tqq+hgHAQPRDl+vTD2uwAJGq3+MUck/maggiClDnCaNrzCFqLzVbmppvCjaaGKV22+zIYDrRso7LliC/m4BQgrRAcwbQD4K1WRnPgFJwkudYGu29a37HttlNkyPDg/lsujXRQj7BWaNaTDU5ZiPAYJ+1SjBGUvfYFdoMwsCbB+lUazAKfB4vi1k6mdDBpduhXWFpgovcCVRjAmFA4zpgT3rWYoAGVSZhPo8WlElr705n1qLJEXiftaPvOpqh1WBzcEn/409WrneYzebFH8zsc3uDNlYxYTs8yclGyABZtDq/9/NzHJ8A6775/fV9u3s50YSRiN4VzMtZTkGcUtwoOk1ARshxmpeZGZV2VuaMJicaTh9vDTgNplSlzqzWTvXIrMRVRBVAWuX6A02SZ+X9OhljdyL+7DMS4q2Iq7itWCXwMWeIo2mTaEECKVS1Dg9SFOpljlEFqreUp0EOmJs4wcC1gGYQADVBP29kIWoGfl5hhEK+PR2PrGtu8je4VMUqkEJQ8pQxTHiXdN7FcDim6ZBIMJO01wEW+zTSQFevhtANtMPbhHmDYioDfks78MULSxeRxmDJ5zRVriPsOgcRNBgRVrgff2nuTajr8ILXZQJ27SbhyuxQMNbkp5iNyeXnZaNAlAesVVnq2Zv5FJpxYCttriava5B5i+TeTXWW2oIBvweZa3gaFFYZJEj+64jaIGKE7lJHLpOK+e1WwailbS0HWog+y5b/mzZREMl6TUCkNZU7CsgXCENNQB+QNjt7/oUXoEpSfynkNVX+TgTy0e9P9s6lWFlACErwNVZavvYFfdgZxvVViJWb+Vt5kn+DDePt6afPKQDwoqHiFm8KYNYNbWby8kYfsi8TBjPUeKmcjsNh0NEElSa3YOYA8jAcoHmlzCeFBmHzxvHR4f6+cqmQS6fi0UiIAGtwqlJVB+7WrJHoYGtVB8ViOBoNxxpvlLqasJZvNVfyypNQgVQtfPXkDgDDMApaAGnM4E0NEYjwJCF1sX/9I7pItmVTVqCEvkIoEIGAOYmD4l+R6J/VDjiJ27dwzwFGRrRzW1vaWvkA2RVMk8fKC0RTlf8g2TsLNZNT14TS4C+iaUG7VCzLb9HnnXzA4tHRrhL21Xcv71chDQzoHcyi5XedvE9yaz5H6f6/RLztRcK0SI0Rqv1tINeZjENbDeSHQK4JCZALddooHAVNoJFozEd6jEZNwMcrY+tLxUJHWzoZDzcFffW1qiJScgcfImQnqo6mWVoBEHh23Y/MgPz4PPTN+XB7g90is1RG8mh1WO04gtkCwJ9Jo8B/7btS2mGQTkzM/npvZekBhGpOY73nVHxtdkb3fqyUNokOE6hBbM0piFX4N9D9k+M7mqzBDW9+krWZBdKGBmMmN3Xc3TiyFG9LVwRBEdDNRtRnACaiRtsc2KY14sreyZ7n2pPDoUmB9Ocqv8/fw28TfvPUcWqiNDgLtu3eND1a7unMB30exdhWC/kjYJsO0gYiu9sAHgC1kTAPCMZh0Mcru3ZuGeluD/KcuF+CrTa409FiY8AJ0qzh2wBCIjRyYdEEZtdhrRmVGfq8UZBqLWrwAl+AfIfpejvj9CrkKLiF8qUjvxk8ypnK85m7D70NZTaUzC/IrF0gw1iwjOzPzp0fNkbwmT2VD88S8mc1YTLE2F/dsvXVO1bgY0Btfal/wS8kEw/vvHyjBunMxvukQGp2gyvt7HxZMVzNRsuFA8N2CCwGvmNvMbGrryF61aWO7Fm57uBN9K1T+tYKnfVFyo+FI9ORqFfg2mDVN576/D3mZeZb1GZqtFQe7y75JauFdfbxECDgDPGCwCVBDPQFM7xIDLSdbyNH7UAc98MRD69IAn1/84gVl7vhA55phOEWq1YbzTc0KyWM9bFcR6awL1id21FSDU3uWplUxg1J7bCmfW8gqAk+SCxEqr6nWkjddUndgo1aDTNpuOfpq9d3LTImzIqHWFuNzIUnTk6cOdA6YOJmh4Fnw8GSad3T/VenzvyyfZHjOSwepmUZS+bfvXHqcGbYxG0Zq/zl6DnBz8QXLn6NY0VcycvEqUvODUfHm0cbd6ZdtX13yz3i5lMbYrHLx7KlvvVnOYgkDH4mkehM6uuPTocOZOv8I4fFnrrn9gVbniIcNxGvGGX2UJPUZGlwor/cZZcwDXh3iHjFoAW6gwJZgEpkLmdAKJjSp3EOpHhlYmiQBBfyuWwqEYsEG70NDrtE24sWTLxietUrwjHJ562SSXqSHrI8amtOYG0P0oVZnc5uUFX9F5W96tn6bqmkCGavBpxV8IMCpsVHWInugeAfgqmA7DaH6HAd2P5k3mIyVz5GZsfiZri6Xjq4T44vfoK0PeanCauL7HQcTj2z/VQ82pU00pcgKxvAMyKwCJW5GtqJvtw57vY7jVxq+RWBI3MQ37pbmpHXgQYTgKdp6Ar4zyxBSfcMQJ4Y8tB3eW+ptgViCqMWiqcIsIs0uXWRBRSGfHWzjpHV3RYkv4BClOezLoZapjzo9eUu3X9Ofv4R+gZ9mmqlhql0qaWp3mVBeZnHwADyUdrAcI1gkMCTI17eST6+rV40IfHe3hjFgJGqx+gWQxwmo//R90ZFTiZWt01iLbpuq+ZNLgJEoAUA0hkpoK2nGmfIVstCrAWM9rw41rW/ARkSDXVBuGTsCWTDDiQqWGy8Z+PYfVZS8eKl9eOnwylrzTy4WNuwYOHUqdbEvnUNsXqrR7CV49lFmiqs78qa/I0+lwWv/MoX2ZFbmBVpibv03GgnxLDY1981fThXnnt+5Q+1UfBawpbqKKUCM9vXL45G1yUzpWrfzxM23yZs7qIGSl2TQ/1taW+9U2Wg0R/lDcACdgB/VDSYuU4wDXpANJLXEc1OjvR3tqVD3vo61cJAywZlPdme7q4Wg6hUF2WB1pDZ1TVmOhudTCagMVnz3xs7u2bQQQ3jWtza+9hqlLS67ns123id9LK1d/5we9eC32oJ3ds1ez8ydAY8LdAQrwv1Fg4oW0XBNZpfnJawRGKhsv/xoYeGZMF/omvmQWQsBr1RxMYbmgZCw3nTjGIy5/z5xc0iDZNYwvlD0y0tEXtd1/Bwr8kRjAe9EueN4vqDI5WH+2O+uu6+e/s12OMXJuZUV2lsQ7lGCMWafZzV08LVJTe2goXxRn9dg7/veJ+kcd5emUPHCOcxqq9UctrJ96lhR1sEduYg7wbDGmuuSAzWEenkZTYXaWIpMvwGy8VcWzISdjvtsgDNYx6GUJ5Y/TK5RhmuUoJrXyozEmFVValG9H9RqgVYBFgjrdmo5qlaMfB5EUvq1PHuiYMWc7uTV2zu2aWFR9lWj6sJ/cL17AeHd59DQiHojSFDMRA6OvTYAadt/tjlvoiobLLH+0+4q+A2PjSxY8AbCjw5FJhNZBsHLsNpTxD66rD1sw8PvrF/x2i9tTnW5DVag3FYosH8d+Z75nYX5rKdm/6Ui/U+ekT6L1EzmVZ4nK1XzW4cNxKuUexYloMkpwC7J64uvozHsgPEig8LS4oN/0CyYQ+SIIcIVDd7mlA32SA5Gk+eYy/7ADkEAfICe9xn2X2EBfaWj0V2z4ykwHtYDTRTzS5WffVVFbuaiP48+iuNKP09pCrLI7pJP2d5i27RP7L8EX1O/8ryDbo52sryTbozEln+GOv7Wb5Fj0a/ZXmbPt/azvJtur+1zPLOjbs7/83yHfris9dZ/gTy3+BxdOM2rkr2HuUR7dDfs7xFn9KvWf6IBP0zyzeg858s36QvRttZ/ph2RuMs3yKD2JO8TWL07yzfph+3/pTlne2TrV+yfIfGn/0ly59AruiILHW0JEeaZlRTAIKHtIfPl5DeYrXAqsT9EtcvaYLvV1g1vD7G1flw9QS7Hc1J4VfRe+gWsN4SHdlu6fSsDuLh3t6X4q0uaulK8XIiXmlT1GNxHn+eBDdXQb2fFBZ7CmxsYfoRxLbV+HkLozOYbxgOvVWzeSMhPIMTA5fH/DuDlqPH6/ufWROOrZkp9zibumr8W97msRaNCHoA9HtYVs5ra8SDyd51u3ZpmiOe4v97XAvc9/iW+HcMOF4Htq6Yw8iRhKRgKwZyjjWLqv0w27Q7BUNT9f2u0F5I4dRM+6CcKkVwslStdOfCVlf4pUsoBb1jj4EW7EtBIRkW72wVFtIp+p9SL9lIDE3QN0ycRHai9tOsbeA2ZG3FxRU1JjB/pQZkhVDEN9bIphRPsWzmAcsqCNlMYgg1LIgroRxxiXXsJyGJdVCyHBNZ5epISXFsw7J2w7HE64uN5PshIZsxraK5yzof8nwMFqZ0gPp8TSeQ7tEZbPlcBuu4ouy4NPoYU2wBjdlB9sxdYLwzrHusp6JqL/EsNnzUuRhLthEbvI/OZLQG/70XQftAGzPVMU/3sE9zAQfmIOKUyL1iGwu2XrDPRS5vARR+KHPLSFPW+8gq7HGMPbJuYXWOGNQa5z3m6KvlTHmOyuJzvqbXW3xAX6Mh99biOh1q5QC+wrDjar7e4NsiQse+2szvKXMq6AVb6/G4tYaVwNMM3vfpqzWEY0bwodqYZs5XjJ7yzvVMFvnI0LlKnvPuiMGwjR8gdbAwZuuSKyTGveBYJcced4yvOVre5R6oObMN65xAW8Gy5sgO8dvwWbtgHck6R9lGk3N2yBWicG2hlyJwmbHnnN+U3XRaGPa9O+ROcv0ZcLHKtM2PIp07b7N6E5cpn9fX7y7b7TPmcSf1tB5y1nebZM+CETpmWbDXVW1t9k2qiu+4IpKldrBRDF7KjDHZ8NfY6c+fPo6K8db59FlnSvHJlE4xx50SH9WbdZLOonClngRn6oL9n+XM/nF/VpxVwXlInRxrJ1aM4crpM2Ehp47tz65UQ2aNT5tjd2w/IotsJfYu4758Rl7lasWsX+Osy/F4fpzGvlP5hDf5dE3Vm2L1jLG75uSy+exv+H7ifp0Fz+NRnb0nJkK22vtKT8TU75K1+kpbjyVZLblXxJq+28hHYnMV5+ppl/KbWJwO9amhVTGuOBeFga/NJ1pvffO5l7hIvdKxfuqMNiM642yunvh9xhQ/Dyo+OXvG/KWBYvMZteq5jpk2udr63KaxsWDuUsXGM8UyknhvmSt39fxbz2fJdZ9iWuE+xNVPfJYlT3P8XvCOyCFNayX6oefItt08Dh/HtlTOiArzIuYrp4Sdh0YbJS7SGOjjdJUnFB5P7vorm4+fTg+evT6Z3juTHoNZslVZJ0L0CG9h2SmvQtBmJvwS81ubZx2RdtSY7Url9Sy6gz1rbNwi9g/GonPqXqlnOshGVLJQXixqDFJigSFQzOPuYAWMs7NKOx/EhW3mrWLk0XIlWzv34szac16Lig++frTHvk4jKwcuxBtDXG+cnTmJedfMTidCvDBsx/G0Kc+auH3/KzY4FqeX2ZgCOQM9HecgC4yrGpQ8V66VxogfZFeNxbEMQLIQR9Jh93gYYd8hA7VsmrE4UcpoJQ5108iFbORYHEGjQWSHeqYau4ADB2DPbYNwMU6aUuzG6KSxZslBW7yDaCQv0wuUiHON310hY2C+Q6Z1jCymTZqlaJXTQWjDbOXcgIrvag2lNmoUcQsijhperfI3Zy4r6WuUTwKlLhRKzM3bbjkeqij0PIlaXihxhmA38llJJ1qLJAdV1EYXMQhbILGxusCQYZwW3p3wYdkowOtt9xU5oGKwnpF18OODs+fwHMFVoBdefS27obgsqr+RHdAnCN52qIAAEAGqcRcGeORdBiYteYFqqRrB6y7FAZjsk9sO8QJirLdSV5Uu5k2IuHKjRfXce0CBrHTKIRktDJ0t0wtDDEwFWdlZBObze0vuKM5c10gD2mK0eLMsggaxM2VbFdwS5HL/pThLVcET2z5UP2lwWMzdhUKOiV+JA86ax3QfnwV/Jn/0oluH0D2+f3+xWEw2Xmb/H0Z+BxgMx1V4nGNgYmD4/4kBNxAGYkYGJgZmBhUGDQYdBn0GQwZjBlMGMwZzRiZGZkYWRlZGNkZ2Dr/E3FTfVD0DGMMQxjDihIkgWMZwlgkAYCoUEwAAAHicY2BkYGDgAWIxIGZiYARCISBmAfMYAARkAEF4nGNgYGBkAIIreSYFDGgAACQHAegAAAA=) format("woff")}.ff3{font-family:ff3;line-height:.916992;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff4;src:url(data:application/font-woff;base64,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) format("woff")}.ff4{font-family:ff4;line-height:1.709961;font-style:normal;font-weight:400;visibility:visible}.m0{transform:matrix(.320260,0,0,.320260,0,0);-ms-transform:matrix(.320260,0,0,.320260,0,0);-webkit-transform:matrix(.320260,0,0,.320260,0,0)}.ls1{letter-spacing:0}.ls0{letter-spacing:19.944735px}.sc0{text-shadow:-.015em 0 transparent,0 .015em transparent,.015em 0 transparent,0 -.015em transparent}@media screen and (-webkit-min-device-pixel-ratio:0){.sc0{-webkit-text-stroke:.015em transparent;text-shadow:none}}.ws4{word-spacing:-.039889px}.ws2{word-spacing:4.272101px}.ws3{word-spacing:8.815573px}.ws1{word-spacing:13.243304px}.ws0{word-spacing:15.237777px}.ws5{word-spacing:18.058283px}.ws7{word-spacing:149.526216px}.ws6{word-spacing:265.526559px}._9{margin-left:-8.546668px}._7{margin-left:-5.630517px}._0{margin-left:-3.7895px}._5{margin-left:-2.527090px}._2{margin-left:-1.058358px}._3{width:1.507800px}._4{width:12.313703px}._1{width:17.697268px}._a{width:20.424397px}._6{width:45.221314px}._8{width:46.709408px}.fc0{color:#000}.fs1{font-size:27.922228px}.fs0{font-size:39.88947px}.fs2{font-size:68.924744px}.y14{bottom:-341.051743px}.y13{bottom:-278.711506px}.y12{bottom:-232.212136px}.y11{bottom:-185.712766px}.y10{bottom:-139.213396px}.yf{bottom:-92.714026px}.ye{bottom:-46.214656px}.y0{bottom:0}.yd{bottom:16.124299px}.yc{bottom:91.703727px}.yb{bottom:114.759793px}.ya{bottom:137.815858px}.y9{bottom:159.685847px}.y8{bottom:190.344349px}.y7{bottom:225.538156px}.y6{bottom:236.332103px}.y5{bottom:266.991888px}.y4{bottom:282.321139px}.y3{bottom:297.650390px}.y2{bottom:334.84963px}.y1{bottom:507.293741px}.h5{height:19.905495px}.h3{height:27.930420px}.h4{height:29.917102px}.h6{height:51.693558px}.h2{height:507.295022px}.h1{height:840.363267px}.h0{height:1014.588763px}.w1{width:783.997438px}.w0{width:784px}.x0{left:0}.x2{left:171.155742px}.x5{left:190.317626px}.x6{left:199.367719px}.x1{left:218.153905px}.x3{left:283.15865px}.x4{left:434.744493px}

MATH100 Study Guide - Midterm Guide: Intermediate Value Theorem

MATH100 Study Guide - Midterm Guide: Intermediate Value Theorem

MATH100 Full Course Notes

Get access

Related textbook solutions

Calculus

Single Variable Calculus: Early Transcendentals

CALCULUS:EARLY TRANSCENDENTALS

Related Documents

MATH100 Lecture Notes - Lecture 99: Intermediate Value Theorem, Street Light, Squeeze Theorem

MATH101 Midterm: MATH101 Midterm 2011 Fall

MATH101 Midterm: MATH101 Midterm 2012 Fall