.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:.906000;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:.89;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:-3.840624px}.ls2{letter-spacing:-.144px}.ls1{letter-spacing:0}.ls0{letter-spacing:.072000px}.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:-12px}.ws1{word-spacing:-11.856px}.ws2{word-spacing:-7.92px}.ws3{word-spacing:0}._3{margin-left:-2.121668px}._0{margin-left:-1.11416px}._4{width:1.064822px}._2{width:26.4px}._1{width:38.4px}._5{width:50.4px}._6{width:74.4px}.fc1{color:transparent}.fc0{color:#000}.fs2{font-size:31.68px}.fs0{font-size:48px}.fs1{font-size:55.68px}.y1{bottom:118.552839px}.y2d{bottom:140.376022px}.y2c{bottom:158.515315px}.y2b{bottom:176.655119px}.y2a{bottom:194.794924px}.y29{bottom:212.934729px}.y28{bottom:231.074534px}.y27{bottom:249.252257px}.y0{bottom:264.535083px}.y26{bottom:267.389756px}.y25{bottom:285.529561px}.y24{bottom:303.669366px}.y23{bottom:321.809171px}.y22{bottom:339.948975px}.y21{bottom:358.088780px}.y20{bottom:376.228585px}.y1f{bottom:394.36839px}.y1e{bottom:412.508194px}.y1d{bottom:430.647231px}.y1c{bottom:448.787035px}.y1b{bottom:466.952333px}.y1a{bottom:485.091625px}.y19{bottom:503.230918px}.y18{bottom:521.370210px}.y17{bottom:539.509502px}.y16{bottom:557.648795px}.y15{bottom:575.788087px}.y14{bottom:593.927379px}.y13{bottom:612.066672px}.y12{bottom:630.206476px}.y11{bottom:648.346281px}.y10{bottom:666.485574px}.yf{bottom:684.66381px}.ye{bottom:702.803102px}.yd{bottom:720.942907px}.yc{bottom:739.082711px}.yb{bottom:757.222516px}.ya{bottom:775.362321px}.y9{bottom:793.502126px}.y8{bottom:811.641931px}.y7{bottom:829.781735px}.y6{bottom:847.92154px}.y5{bottom:866.061345px}.y4{bottom:884.815537px}.y3{bottom:905.7475px}.h2{height:33.024000px}.h3{height:38.307840px}.h1{height:177.424257px}.h0{height:1014.58492px}.w1{width:229.306440px}.w0{width:783.997438px}.x1{left:92.265481px}.x0{left:119.136866px}.x4{left:243.525873px}.x3{left:392.062643px}

PSYC 2021 Study Guide - Final Guide: Repeated Measures Design, Analysis Of Variance, Null Hypothesis

Canada

Statistical Methods I

Psychology

Edward Haltrecht

York University

Introduction to Psychology

Personality

PSYC 2021 Study Guide - Final Guide: Repeated Measures Design, Variance, Null Hypothesis

PSYC 2021 Lecture Notes - Lecture 4: Descriptive Statistics, Statistic, Squared Deviations From The Mean

PSYC 2021 Lecture Notes - Lecture 8: Beta, Test Statistic, Alternative Hypothesis

PSYC 2021 Study Guide - Final Guide: Repeated Measures Design, Analysis Of Variance, Null Hypothesis

Get access

Related Documents

PSYC 2021 Study Guide - Final Guide: Repeated Measures Design, Variance, Null Hypothesis

PSYC 2021 Lecture Notes - Lecture 4: Descriptive Statistics, Statistic, Squared Deviations From The Mean

PSYC 2021 Lecture Notes - Lecture 8: Beta, Test Statistic, Alternative Hypothesis