.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}.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:1.001000;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff2;src:url(data:application/font-woff;base64,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) format("woff")}.ff2{font-family:ff2;line-height:.901000;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)}.ls0{letter-spacing:0}.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:-.047821px}.wse{word-spacing:.200704px}.wsa{word-spacing:12.691258px}.wsb{word-spacing:15.091240px}.wsd{word-spacing:15.133944px}.ws6{word-spacing:15.26526px}.ws3{word-spacing:15.345551px}.ws2{word-spacing:15.474333px}.wsc{word-spacing:15.553189px}.ws8{word-spacing:15.570931px}.ws9{word-spacing:15.613635px}.ws4{word-spacing:15.731369px}.ws5{word-spacing:15.744951px}.ws1{word-spacing:15.825242px}.ws0{word-spacing:16.313444px}._1{margin-left:-5.116873px}._2{margin-left:-3.644065px}._0{margin-left:-1.949392px}._5{width:1.027295px}._9{width:2.248021px}._8{width:13.911344px}._a{width:16.481535px}._b{width:19.343355px}._3{width:20.855186px}._7{width:23.602796px}._6{width:274.524691px}._4{width:539.21862px}.fc0{color:#000}.fs0{font-size:47.820800px}.y12{bottom:127.898165px}.y11{bottom:167.866662px}.y10{bottom:192.001741px}.yf{bottom:216.13682px}.ye{bottom:240.2719px}.yd{bottom:264.406979px}.yc{bottom:288.541546px}.yb{bottom:312.676625px}.y0{bottom:352.926951px}.ya{bottom:355.71975px}.y9{bottom:443.49659px}.y8{bottom:461.943588px}.y7{bottom:498.376411px}.y6{bottom:538.344907px}.y5{bottom:613.670151px}.y4{bottom:688.995395px}.y3{bottom:799.677515px}.y2{bottom:910.513103px}.y1{bottom:928.960101px}.h3{height:33.47456px}.h2{height:35.8656px}.h1{height:445.161944px}.h0{height:1014.58492px}.w1{width:216.496025px}.w0{width:783.997438px}.x1{left:73.787994px}.x7{left:92.081396px}.x8{left:97.46177px}.x0{left:242.116856px}.x3{left:265.636779px}.x4{left:268.403829px}.x2{left:271.785778px}.x6{left:292.538652px}.x5{left:313.906425px}

MATH 579 Midterm: MATH579 Fall 2009 Exam

Canada

Numerical Differential Equations

Mathematics and Statistics

McGill University

MATH 317 Midterm: MATH317 Fall 2008 Exam

MATH 317 Midterm: MATH317 Fall 2009 Exam

MATH 387 Midterm: MATH387 Winter 2010 Exam

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