.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}}@font-face{font-family:ff1;src:url(data:application/font-woff;base64,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) format("woff")}.ff1{font-family:ff1;line-height:.71;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff2;src:url(data:application/font-woff;base64,d09GRgABAAAAAAecAA0AAAAACwgAAwACAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAABMAAAABkAAAAciSw7REdERUYAAAFMAAAAHAAAAB4AJwART1MvMgAAAWgAAABGAAAAVlWSg35jbWFwAAABsAAAAF8AAAF6qv5KM2dhc3AAAAIQAAAACAAAAAj//wADZ2x5ZgAAAhgAAAKQAAADxAcqqNRoZWFkAAAEqAAAADIAAAA2FAAMw2hoZWEAAATcAAAAIgAAACQGlwQ9aG10eAAABQAAAAAmAAAALBksAQtsb2NhAAAFKAAAABgAAAAYA4wEeG1heHAAAAVAAAAAHQAAACAATwBHbmFtZQAABWAAAAHRAAADBuRzx8twb3N0AAAHNAAAAGcAAACGbjlLJHicY2BgYGQAghtCRa1guudJPIwGAEbSBzEAAAB4nGNgZGBg4AFiMSBmYmAEQi4gZgHzGAAEDAA5eJxjYGTay/iFgZWBgamLaQ+DIkMPiP7fw/iAwZCRCSjKwMbMAAOMQJwA4wSkuaYAKQWlI0zb/j8HqtzGIAlVwwAAj3YN3QAAeJxjYGBgZoBgGQZGBhAoAfIYwXwWhgggLcQgABRhYlBQnKQ4RfGS4hUlBiVmpSP//wPlMMT+P75XdK/wnsk943sc99juukHNRAOMbAxwCUYmIMGErgDipOEMAPNlGBQAAAAAAf//AAJ4nH2Sz08TQRTH583uzkx3p93SbnfbknbZFnYVELEtrZjIr0b8FTWR/wBJNF5IvHgw8WaCFzAk3iAehHCAhOjBG70ZD8SrB0PiTYhe8WDIbp1tK3IAdzb73r7vZubzvvsQoFrzl7QNTeQi1OcUhqAyBmXH9YbwSKVcMi2xUgYlNAbFwojQalVpys/w1oX3q24yQw1OsbfG9BVPotygWaPnO6gJFc6N5qd6ZK6oW+MyZcrEWoxw2a7bZYQQoMudc68ilPzveTXHtPI4ZRQLrifWSEWUBGMpZcSAknW8egbEFf/BsdL3RtdX3b8KxM5Eu3CsbEwRoUy+/QcderUvbeMoqogXp4VXdoagDZ4Hy7ShDS/wMSVhA4K+0PrCqdZc/MV/0cu5hu859aTK2ODr2TiRAEtdj+/nLyXjsp6sO/47jfNe/Kx8+w5cNyIq9DzkGtFnnucUCWNZAYnYN7rH7BzT+CMb1Igx6BQRRgXB9lGwjaJ66GjbT6tjKDnpqNN20+vYWT3pZ4jpOYSaAfzMDiSMuHx33ZCAaFu3KNGMxEA2SJ1an8Sjbn3ivP9JPGE+N92vcPX9tYgkiGXl5oZOuNI/nTuj/s1twyDRB2r+wIP4AzJRRrgsCRc9KaQsl2xwaiKIdqAbsHfEYjr7TTjT2QwMzzA9ogWzCwv4lT+fsvBSTGbc2tuzOKNNFKzAXPj/xI6HYu+iiF0GKR7Pe9cpWcmEQy0dvNTCUdfgSbDSyeaCxU72NK3hZX85o7XmHeyTQRO9cMThAA5QFuXFiZZp6GE/7kUI79D7cRAN6WDVIL4bVdKbGYVJCsaKsViR5OjnKGVsp7EDX3ejcSWzmVYwAE0sVTCTqVCHG40GQn8AiJefOHicY2BkYGBgZmiu/D73TTy/zVcGbuYXQBGGGz1P4hH0/+fMR5m2AbkcDEwgUQCyKA7UAAB4nGNgZGBg2vb/OQMD8wsGhv//mY8ypDBIMiADbgCnagbZAAB4nGP8wgAGjL4ggoGB+QWDORBbQGklJm0GBiA2Z/zCwAMAl8sHSwAAAAAAAAAAAAAAAAA8AJYA5AFIAXYBrgHieJxjYGRgYOBmcGFgYgABEMnIABJzAPMZAAo0AJcAAAB4nG2RwWrbQBRFrxTHEAhtvqA8urLBlkcKIciEQHDxToHGUMhSyIMliCQjjSO86Bd01w/p93RR+iPd9M54ughUA5ozb97cd98MgHf4gQCnr8FvzwHeB7XnEOPgm+czfAx+eh5hHF54PsdVmHgeM/6ZmcHogqtf7pTlAB+CzHOIy+Cr5zN8Cr57HjH+x/M5JLzyPMZluMIKLfY4okOFHUoYCCYoMOUcI+W4xYycQHGkpAfU0C6/QM7+BBlnw7OaO5ZOOy/c2VC94FozenTKd66GYc0lFhyDGxHza/ScWyrvcM/6turAs1ZZ8ESN3tV95X/LyJq5jfP76E5r0opeNnimc0UtrNr9sat2pZFJMZU4TW9nkiiVykOtu6rIG8lyU+o6N1y8yKYtKm2OMrkrjdkvF4thGKK87qO2291PZzJUppQn3evuVW9l3TZGHvNayyrbPMfK1qOlmq0daMtatVfT0qzlxtqp9wejO8nare4YyFwrFfNrLvS2OnD+19fa34V2tx+xI+Gdve3xFIlxgzlz5u6V7KvBmlvTtpYkUrL0FgnxzTyZJypO8UYIpwTgizPb01Tr3ta++rWrrqguTNBdX7WNKHUdKZXI/3X+Ai8zgn8AAAB4nGNgYmD4//Hrof+BDEYM2AA3EDMyMDEwMzIxMjOyMLIysjGyM3JwJRYV5ZcXZaZnlHCCmUn5JRm8YFZKUg5YnAfGA0lxluZllqUWFSfmcKdWZBaXpOaVZCbmsANFjYycTQBQPiL+AA==) format("woff")}.ff2{font-family:ff2;line-height:.719;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff3;src:url(data:application/font-woff;base64,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) format("woff")}.ff3{font-family:ff3;line-height:1;font-style:normal;font-weight:400;visibility:visible}.m0{transform:matrix(.329256,0,0,.329256,0,0);-ms-transform:matrix(.329256,0,0,.329256,0,0);-webkit-transform:matrix(.329256,0,0,.329256,0,0)}.ls6{letter-spacing:0}.ls1{letter-spacing:11.77675px}.ls0{letter-spacing:13.098258px}.ls2{letter-spacing:15.347161px}.ls3{letter-spacing:15.888287px}.ls5{letter-spacing:19.980968px}.ls4{letter-spacing:21.277333px}.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}}.ws7{word-spacing:-.043676px}.ws3{word-spacing:11.721896px}.ws1{word-spacing:13.040727px}.ws19{word-spacing:14.516964px}.ws6{word-spacing:14.517095px}.ws15{word-spacing:14.517139px}.ws1b{word-spacing:14.517576px}.ws18{word-spacing:14.517751px}.ws1d{word-spacing:14.518144px}.ws8{word-spacing:14.518275px}.ws14{word-spacing:14.518406px}.ws10{word-spacing:14.523655px}.ws2{word-spacing:14.526398px}.wsd{word-spacing:14.526486px}.ws9{word-spacing:14.526748px}.wsa{word-spacing:14.527053px}.ws11{word-spacing:14.527097px}.wsf{word-spacing:14.527163px}.ws4{word-spacing:14.530941px}.wsc{word-spacing:14.534959px}.ws13{word-spacing:14.535658px}.wsb{word-spacing:14.53592px}.wse{word-spacing:14.561557px}.ws12{word-spacing:14.578809px}.ws5{word-spacing:15.339683px}.ws17{word-spacing:15.871041px}.ws1c{word-spacing:19.915496px}.ws1a{word-spacing:21.226247px}.ws0{word-spacing:21.509893px}._2{margin-left:-3.590092px}._0{margin-left:-1.562595px}._1{width:1.082066px}.fc1{color:transparent}.fc0{color:#000}.fs1{font-size:43.675675px}.fs0{font-size:57.436449px}.y23{bottom:-336.059588px}.y22{bottom:-312.840537px}.y21{bottom:-289.621485px}.y20{bottom:-266.402433px}.y1f{bottom:-243.183382px}.y1e{bottom:-219.96433px}.y1d{bottom:-196.745278px}.y1c{bottom:-173.526227px}.y1b{bottom:-150.307175px}.y1a{bottom:-127.088124px}.y19{bottom:-103.869072px}.y18{bottom:-80.650020px}.y17{bottom:-57.430969px}.y16{bottom:-34.211917px}.y15{bottom:-10.992865px}.y0{bottom:0}.y14{bottom:12.226186px}.y13{bottom:35.445238px}.y12{bottom:58.66429px}.y11{bottom:81.883341px}.y10{bottom:105.102393px}.y37{bottom:112.027732px}.yf{bottom:128.321444px}.y36{bottom:135.246256px}.ye{bottom:151.540496px}.yd{bottom:174.759548px}.y35{bottom:181.684227px}.yc{bottom:197.978599px}.y34{bottom:204.903279px}.yb{bottom:221.197651px}.y33{bottom:228.122331px}.ya{bottom:244.416703px}.y32{bottom:251.341382px}.y9{bottom:267.635754px}.y31{bottom:274.560434px}.y8{bottom:290.854806px}.y30{bottom:297.779486px}.y7{bottom:314.073858px}.y2f{bottom:320.998010px}.y6{bottom:345.98122px}.y2e{bottom:367.435981px}.y5{bottom:369.200271px}.y2d{bottom:390.655033px}.y4{bottom:401.108688px}.y2c{bottom:413.874085px}.y3{bottom:424.32774px}.y2b{bottom:437.093136px}.y2a{bottom:460.312188px}.y29{bottom:483.53124px}.y2{bottom:506.749764px}.y1{bottom:554.39682px}.h4{height:32.756756px}.h3{height:40.090641px}.h2{height:554.395503px}.h1{height:1076.007674px}.h0{height:1108.792324px}.w0{width:784px}.w1{width:784.287111px}.x0{left:0}.x2{left:47.105152px}.x3{left:61.485485px}.x1{left:68.439034px}.x4{left:409.58737px}.x5{left:423.967703px}

MATH 215 Midterm: MATH 215 Ball State Review2

United States

Discrete Systems

Mathematical Sciences

Ball State University

MATH 215 Midterm: MATH 215 Ball State Review3

MATH 215 Midterm: MATH 215 Ball State Review4

MATH 374 Midterm: MATH374 South Carolina 374Exam1review

Calculus

Single Variable Calculus: Early Transcendentals

CALCULUS:EARLY TRANSCENDENTALS

All Subjects

Accounting

Mathematics

Statistics

Computer Science

Psychology

Management

Biology

Physics

Chemistry

Electrical Engineering

Mechanical Engineering

Marketing

Music

History

Project Management

Business

Architecture

Geography

Science

Nursing

Information Technology

Engineering

English

Finance

Philosophy

Astronomy

Communications

Sociology

Anthropology

Prealgebra

Algebra

Precalculus

Ethics

Geometry

Probability

Economics