.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:.678722;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)}.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:-18.745344px}.ws0{word-spacing:-18.398208px}.ws2{word-spacing:0}._0{margin-left:-2.028020px}._2{margin-left:-1.016202px}._1{width:1.058380px}.fc0{color:#000}.fs2{font-size:45.12px}.fs1{font-size:81.408000px}.fs0{font-size:82.944px}.y8{bottom:0}.y7{bottom:17.914429px}.y0{bottom:26.536723px}.y1{bottom:26.540354px}.y6{bottom:290.507372px}.y5{bottom:408.140193px}.y4{bottom:428.163128px}.y3{bottom:465.169007px}.y2{bottom:485.191942px}.h4{height:30.072656px}.h3{height:55.2825px}.h1{height:387.343038px}.h2{height:501.102802px}.h0{height:554.012278px}.h5{height:554.014140px}.w1{width:503.732172px}.w2{width:731.184566px}.w0{width:783.997207px}.w3{width:784px}.x4{left:0}.x2{left:4.111795px}.x1{left:26.369029px}.x0{left:30.261175px}.x3{left:752.413851px}

SOC 885 Final: Problem_31 (2)

Canada

Women and Islam

Sociology

Abednego Aryee

Ryerson University

Business Statistics II

SOC 885 Study Guide - Final Guide: F-Distribution

SOC 885 Study Guide - Final Guide: Applet, F-Distribution

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

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

Anthropology

Prealgebra

Algebra

Precalculus

Ethics

Geometry

Probability

Economics

SOC 885 Final: Problem_31 (2)

Get access

Related Documents

SOC 885 Study Guide - Final Guide: F-Distribution

SOC 885 Study Guide - Final Guide: Applet, F-Distribution

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