.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:.926;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:.722;font-style:normal;font-weight:400;visibility:visible}.ff3{font-family:ff3;line-height:.94;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)}.v1{vertical-align:4px}.ls1{letter-spacing:0}.ls0{letter-spacing:20.6px}.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:-22px}.ws0{word-spacing:-12.232px}.ws2{word-spacing:0}._1{margin-left:-3.255859px}._0{margin-left:-1.583155px}.fc0{color:#000}.fs0{font-size:44px}.y0{bottom:0}.y33{bottom:28.182914px}.y32{bottom:43.555413px}.y31{bottom:60.208954px}.y30{bottom:74.300411px}.y2f{bottom:89.67291px}.y1{bottom:92.234993px}.y2e{bottom:105.045408px}.y2d{bottom:121.698949px}.y2c{bottom:135.790406px}.y2b{bottom:151.162905px}.y2a{bottom:167.816445px}.y29{bottom:181.907902px}.y28{bottom:197.280401px}.y27{bottom:212.6529px}.y26{bottom:228.025399px}.y25{bottom:243.397897px}.y24{bottom:258.770396px}.y23{bottom:274.142895px}.y22{bottom:289.515394px}.y21{bottom:306.168934px}.y20{bottom:320.260391px}.y1f{bottom:336.913932px}.y1e{bottom:351.005389px}.y1d{bottom:367.658929px}.y1c{bottom:381.750386px}.y1b{bottom:397.122885px}.y1a{bottom:413.776426px}.y19{bottom:427.867883px}.y18{bottom:444.521423px}.y17{bottom:458.61288px}.y16{bottom:473.985379px}.y15{bottom:490.638919px}.y14{bottom:504.730377px}.y13{bottom:520.102875px}.y12{bottom:535.475374px}.y11{bottom:550.847873px}.y10{bottom:566.220372px}.yf{bottom:581.592871px}.ye{bottom:596.965369px}.yd{bottom:612.337868px}.yc{bottom:627.710367px}.yb{bottom:643.082866px}.ya{bottom:658.455365px}.y9{bottom:675.108905px}.y8{bottom:689.200362px}.y7{bottom:705.853902px}.y6{bottom:721.226401px}.y5{bottom:735.317858px}.y4{bottom:750.690357px}.y3{bottom:783.997438px}.y2{bottom:817.304519px}.h2{height:32.164px}.h3{height:36.164px}.h1{height:834.314189px}.h0{height:1014.58492px}.w1{width:607.925961px}.w0{width:783.997438px}.x0{left:0}.x3{left:4.199382px}.x4{left:15.728756px}.x5{left:27.258131px}.x6{left:38.786621px}.x1{left:88.035610px}.x2{left:242.473113px}

Psychology 3800F/G Study Guide - Final Guide: Interquartile Range, Skewness, Normal Distribution

Canada

Psychological Statistics Using Computers

Psychology

Ryan Stevenson

Western University

Introduction To Statistics

Introduction To  Psychology

The Maladjusted Mind

Big Ideas

The Psychology Of Prosocial And Antisocial Behaviour

Cognitive Psychology

Research In Personality Assessment

Sociology Of Deviance

Writing In The World:  Introduction To Professional Writing

Introduction To Sociology

Abnormal Psychology

Geography Of Tourism

Environment And Development Challenges

Zombie Apocalypse: Panic And Paranoia From The Black Death To Y2K

The Psychology Of Crime And Corrections

Psychological Trauma

The Science Of Romantic Relationships

Gender, Justice, Change

Ethics, Law, And Politics

Psychology 3800F/G Study Guide - Final Guide: Variance, Quartile, Central Tendency

Psychology 3800F/G Chapter Notes - Chapter 1: Minitab, Squared Deviations From The Mean, Central Limit Theorem

Psychology 3800F/G Lecture Notes - Lecture 1: Interquartile Range, Standard Deviation, Sampling Distribution

Psychology 3800F/G Study Guide - Final Guide: Interquartile Range, Skewness, Normal Distribution

Get access

Related Documents

Psychology 3800F/G Study Guide - Final Guide: Variance, Quartile, Central Tendency

Psychology 3800F/G Chapter Notes - Chapter 1: Minitab, Squared Deviations From The Mean, Central Limit Theorem

Psychology 3800F/G Lecture Notes - Lecture 1: Interquartile Range, Standard Deviation, Sampling Distribution