.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}}@font-face{font-family:ff1;src:url(data:application/font-woff;base64,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) format("woff")}.ff1{font-family:ff1;line-height:.860860;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:1.002441;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:.677251;font-style:normal;font-weight:400;visibility:visible}.m0{transform:matrix(.232778,0,0,.232778,0,0);-ms-transform:matrix(.232778,0,0,.232778,0,0);-webkit-transform:matrix(.232778,0,0,.232778,0,0)}.v4{vertical-align:-24.57656px}.v1{vertical-align:-15.360920px}.v2{vertical-align:15.360920px}.v3{vertical-align:24.57656px}.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}}.ws2{word-spacing:-18.745344px}.ws0{word-spacing:-18.398208px}.ws1{word-spacing:-15.794688px}.ws3{word-spacing:0}._1{margin-left:-2.245605px}._0{margin-left:-1.087305px}.fc0{color:#000}.fs3{font-size:45.12px}.fs2{font-size:69.888px}.fs1{font-size:81.408000px}.fs0{font-size:82.944px}.yb{bottom:17.914429px}.yc{bottom:26.536723px}.y1{bottom:26.540354px}.y0{bottom:135.942509px}.ya{bottom:227.936387px}.y9{bottom:250.998195px}.y8{bottom:291.043693px}.y7{bottom:328.049571px}.y6{bottom:365.055822px}.y5{bottom:402.062073px}.y4{bottom:439.067952px}.y3{bottom:462.129761px}.y2{bottom:485.191942px}.h6{height:30.072656px}.h4{height:55.2825px}.h3{height:65.706750px}.h5{height:71.157185px}.h1{height:97.766873px}.h2{height:501.102802px}.h7{height:501.404389px}.h0{height:554.012278px}.w1{width:412.017534px}.w3{width:479.988789px}.w2{width:731.184566px}.w0{width:783.997207px}.x2{left:4.111795px}.x1{left:26.369029px}.x0{left:30.261175px}.x3{left:752.413851px}

SOC 885 Study Guide - Final Guide: F-Distribution

Canada

Women and Islam

Sociology

Abednego Aryee

Ryerson University

Business Statistics II

SOC 885 Study Guide - Final Guide: Random Variable, Gamma Distribution

SOC 885 Final: Problem_31 (2)

36225 Chapter Notes - Chapter 13: High-Altitude Military Parachuting, Block Design, Halfwidth And Fullwidth Forms

SOC 885 Study Guide - Final Guide: F-Distribution

Get access

Related Documents

SOC 885 Study Guide - Final Guide: Random Variable, Gamma Distribution

SOC 885 Final: Problem_31 (2)

36225 Chapter Notes - Chapter 13: High-Altitude Military Parachuting, Block Design, Halfwidth And Fullwidth Forms