.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:.861816;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:.734375;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:.779297;font-style:normal;font-weight:400;visibility:visible}.m0{transform:matrix(.329411,0,0,.329411,0,0);-ms-transform:matrix(.329411,0,0,.329411,0,0);-webkit-transform:matrix(.329411,0,0,.329411,0,0)}.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}}.ws0{word-spacing:-9.949569px}.ws1{word-spacing:0}._0{margin-left:-1.057536px}.fc0{color:#000}.fs2{font-size:44.024643px}.fs0{font-size:48.026883px}.fs1{font-size:80.044805px}.y0{bottom:0}.yf{bottom:70.956602px}.ye{bottom:88.622902px}.yd{bottom:236.940719px}.yc{bottom:254.607019px}.yb{bottom:272.405157px}.ya{bottom:290.071458px}.y9{bottom:307.869596px}.y8{bottom:325.535896px}.y7{bottom:343.334034px}.y6{bottom:361.000334px}.y5{bottom:378.798472px}.y4{bottom:396.464772px}.y3{bottom:415.976805px}.y2{bottom:444.84934px}.y10{bottom:531.742487px}.y1{bottom:554.730182px}.h5{height:30.094971px}.h3{height:32.830877px}.h6{height:36.747132px}.h4{height:58.001216px}.h2{height:554.728865px}.h1{height:1106.160988px}.h0{height:1109.459047px}.w1{width:783.997365px}.w0{width:784px}.x0{left:0}.x1{left:118.567337px}.x2{left:458.056933px}

Economics 2221A/B Lecture Notes - Lecture 18: Monetarism, Business Cycle

Canada

Intermediate Macroeconomics II

Economics

Jacob Short

Western University

Introduction To Consumer Behaviour And Human Resources

Mathematics For Financial Analysis

Calculus I

Information Systems And Design

Principles Of Macroeconomics

Intermediate Microeconomics II

Survey Of East Asian History

Methods Of Matrix Algebra

Intermediate Macroeconomics I

Intermediate Microeconomics I

New Venture Project

Business Law I

All Subjects

Accounting

Mathematics

Statistics

Computer Science

Calculus

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 2221A/B Lecture Notes - Lecture 18: Monetarism, Business Cycle

Get access