.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:.922852;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:.939941;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:1.098633;font-style:normal;font-weight:400;visibility:visible}.ff4{font-family:ff4;line-height:.921875;font-style:normal;font-weight:400;visibility:visible}.ff5{font-family:ff5;line-height:.871094;font-style:normal;font-weight:400;visibility:visible}.ff6{font-family:ff6;line-height:.85791;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff7;src:url(data:application/font-woff;base64,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) format("woff")}.ff7{font-family:ff7;line-height:.779297;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)}.v5{vertical-align:-27.6px}.v4{vertical-align:-4.8px}.v3{vertical-align:24px}.v1{vertical-align:26px}.v2{vertical-align:27.2px}.ls6{letter-spacing:0}.ls4{letter-spacing:.1376px}.ls3{letter-spacing:.16px}.ls1{letter-spacing:5.488px}.ls2{letter-spacing:9.036800px}.ls5{letter-spacing:53.872px}.ls0{letter-spacing:127.040000px}.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}}.ws0{word-spacing:-52.72px}.ws7{word-spacing:-36.904000px}.ws3{word-spacing:-29.376px}.ws2{word-spacing:-28.996px}.ws6{word-spacing:-21.440304px}.ws5{word-spacing:-18.047568px}.ws4{word-spacing:-17.663616px}.ws8{word-spacing:-17.38px}.ws9{word-spacing:-9.944px}.wse{word-spacing:0}.wsc{word-spacing:26.803536px}.ws1{word-spacing:39.935745px}.wsb{word-spacing:86.777045px}.wsd{word-spacing:139.487925px}.wsa{word-spacing:190.200372px}._4{margin-left:-4.703611px}._5{margin-left:-2.772028px}._0{margin-left:-1.599649px}._1{width:2.176px}._3{width:5.215568px}._2{width:16.656px}.fc4{color:red}.fc0{color:#f60}.fc2{color:#000}.fc1{color:#606}.fc3{color:maroon}.fs5{font-size:25.6px}.fs4{font-size:28.8px}.fs2{font-size:44px}.fs3{font-size:48px}.fs1{font-size:56px}.fs0{font-size:80px}.y5{bottom:2.818291px}.y0{bottom:10.888853px}.y4{bottom:16.269228px}.y13{bottom:152.828259px}.y12{bottom:170.890945px}.y11{bottom:197.024193px}.y10{bottom:218.930003px}.yf{bottom:271.837020px}.ye{bottom:297.842164px}.yd{bottom:319.747975px}.ya{bottom:396.994781px}.y9{bottom:414.160738px}.y8{bottom:431.454799px}.y7{bottom:448.620756px}.yc{bottom:540.471436px}.y6{bottom:549.310623px}.yb{bottom:557.765497px}.y3{bottom:625.532596px}.y2{bottom:676.389946px}.y1{bottom:722.763651px}.y1c{bottom:769.905981px}.y1b{bottom:778.617063px}.y1a{bottom:806.799978px}.y19{bottom:824.094039px}.y18{bottom:843.693975px}.y17{bottom:860.988036px}.y16{bottom:889.299055px}.y15{bottom:924.783906px}.y1d{bottom:992.050117px}.hd{height:30.486328px}.h8{height:32.720703px}.h9{height:32.763672px}.he{height:36.726562px}.ha{height:37.962891px}.h4{height:38.175039px}.h7{height:41.699219px}.h6{height:44.854688px}.h3{height:58.763672px}.hc{height:59.520703px}.h2{height:59.570312px}.hb{height:59.920703px}.h5{height:68.614062px}.h1{height:999.852942px}.h0{height:1014.58492px}.w2{width:269.274937px}.w1{width:702.010778px}.w0{width:783.997438px}.x4{left:4.867958px}.x0{left:24.33979px}.x7{left:41.377643px}.x6{left:49.191996px}.x2{left:51.882183px}.x9{left:54.316162px}.xc{left:64.692599px}.x5{left:88.391868px}.xa{left:100.049346px}.xd{left:188.569318px}.x8{left:202.660776px}.x3{left:209.834608px}.xe{left:219.698628px}.xb{left:225.719524px}.x1{left:283.750707px}.xf{left:467.074160px}

ECO 2117 Study Guide - Final Guide: Absolute Advantage, Unit Price, Factor Endowment

Canada

Introduction to the Economics of Developing Countries

Economics

Octavian Strimbu

University of Ottawa

Introduction to Organismal Biology

Principles of Chemistry

Introduction to International Development: Historical Perspectives

International Development: Contemporary Theories and Practices

Introduction to Macroeconomics

Introduction to Microeconomics

Microeconomic Analysis of the Public Sector

Introduction to Environmental and Natural Resources Economics

Macroeconomic Theory I

Macroeconomic Theory II

Microeconomic Theory I

Analysis of Economic and Social Data

Probability and Statistics for Economists

Introduction to Econometrics

Special Topics III

Global Environmental Challenges

Introduction to Earth Materials

Calculus for the Life Sciences I

Principles of Public Administration

Public Policy Development

Introduction to International Relations and Global Politics

Economics of Conflict

ECO 2117 Lecture Notes - Lecture 9: Transfer Principle

ECO 2117 Lecture Notes - Lecture 11: Transfer Principle, Iqvia, Gini Coefficient

ECO 2117 Lecture Notes - Lecture 5: Gini Coefficient, Lorenz Curve, Transfer Principle

ECO 2117 Study Guide - Final Guide: Absolute Advantage, Unit Price, Factor Endowment

Get access

Related textbook solutions

Principles of Economics

Principles of Macroeconomics

Principles of Microeconomics

Related Documents

ECO 2117 Lecture Notes - Lecture 9: Transfer Principle

ECO 2117 Lecture Notes - Lecture 11: Transfer Principle, Iqvia, Gini Coefficient

ECO 2117 Lecture Notes - Lecture 5: Gini Coefficient, Lorenz Curve, Transfer Principle