.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:.924805;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}.ff3{font-family:ff3;line-height:.919922;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}}.ws1{word-spacing:-10.009402px}.ws3{word-spacing:0}.ws0{word-spacing:38.51618px}.ws2{word-spacing:40.518060px}._1{margin-left:-3.58737px}._2{margin-left:-2.418272px}._0{margin-left:-1.024963px}._3{width:1.024963px}.fc0{color:#000}.fs1{font-size:40.037609px}.fs0{font-size:64.060174px}.y0{bottom:0}.y11{bottom:136.056617px}.y10{bottom:150.930671px}.yf{bottom:165.804725px}.ye{bottom:180.678779px}.yd{bottom:195.552833px}.yc{bottom:210.426886px}.yb{bottom:225.300940px}.ya{bottom:240.174994px}.y9{bottom:255.049048px}.y8{bottom:269.923102px}.y7{bottom:284.797156px}.y6{bottom:299.67121px}.y5{bottom:314.545264px}.y4{bottom:345.575618px}.y3{bottom:360.449672px}.y2{bottom:380.709159px}.y1{bottom:507.293741px}.h5{height:28.190543px}.h4{height:29.011627px}.h3{height:45.104869px}.h2{height:507.295022px}.h1{height:1014.58492px}.h0{height:1014.588763px}.w1{width:783.997438px}.w0{width:784px}.x0{left:0}.x3{left:69.12999px}.x1{left:92.082194px}.x2{left:115.162622px}.x4{left:138.243051px}

IND 303 Final: Exam prep chap 4.docx

Canada

Work Measurement, Analysis and Design

Industrial Engineering

Donald Tham

Ryerson University

Scientific Technology and Modern Society

Introduction to Management

Production and Inventory Systems

Industrial Ergonomics

Differential Equations and Vector Calculus

BPK 310 Lecture Notes - Lecture 4: Mass, Job Design

BPK 310 Lecture Notes - Lecture 3: Mass, Mechanical Equilibrium, Musculoskeletal Disorder

GMS 401 Chapter Notes - Chapter 5: Workplace Hazardous Materials Information System, Profit Sharing, Glossary Of Chess

IND 303 Final: Exam prep chap 4.docx

Get access

Related Documents

BPK 310 Lecture Notes - Lecture 4: Mass, Job Design

BPK 310 Lecture Notes - Lecture 3: Mass, Mechanical Equilibrium, Musculoskeletal Disorder

GMS 401 Chapter Notes - Chapter 5: Workplace Hazardous Materials Information System, Profit Sharing, Glossary Of Chess