.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:.848633;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:.906738;font-style:normal;font-weight:400;visibility:visible}.ff3{font-family:ff3;line-height:.939941;font-style:normal;font-weight:400;visibility:visible}.ff4{font-family:ff4;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)}.ls2{letter-spacing:0}.ls0{letter-spacing:.128px}.ls1{letter-spacing:.336px}.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:-.048000px}.ws1{word-spacing:0}._0{width:1.008000px}.fc0{color:#000}.fs0{font-size:48px}.yf{bottom:229.690753px}.ye{bottom:247.369126px}.yd{bottom:265.047500px}.y0{bottom:297.201643px}.yc{bottom:660.505031px}.yb{bottom:678.183405px}.ya{bottom:695.861778px}.y9{bottom:731.218525px}.y8{bottom:748.896899px}.y7{bottom:766.575273px}.y6{bottom:784.253646px}.y5{bottom:801.932020px}.y4{bottom:819.610393px}.y3{bottom:854.967141px}.y2{bottom:890.323888px}.y1{bottom:908.002261px}.h2{height:33.304688px}.h3{height:34.757812px}.h1{height:342.678619px}.h0{height:1014.58492px}.w1{width:500.887252px}.w0{width:783.997438px}.x0{left:92.234993px}

COMMERCE 2QA3 Study Guide - Pearson Education, Dependent And Independent Variables, Scatter Plot

Canada

Applied Statistics for Business

Commerce

Fouzia Baki

McMaster University

Human Resource Management and Labour Relations

Information Systems in Business

Managerial Finance

COMMERCE 2QA3 Lecture 6: 06___

COMMERCE 2QA3 Study Guide - Pearson Education, Summary Statistics, The Intercept

COMMERCE 2QA3 Study Guide - Pearson Education, Dependent And Independent Variables, Scatter Plot

Get access

Related Documents

COMMERCE 2QA3 Lecture 6: 06___

COMMERCE 2QA3 Study Guide - Pearson Education, Summary Statistics, The Intercept

COMMERCE 2QA3 Study Guide - Pearson Education, E-Commerce, Scatter Plot