.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}}.ff1{font-family:ff1;line-height:.951172;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:.760742;font-style:normal;font-weight:400;visibility:visible}.ff3{font-family:ff3;line-height:.958008;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff4;src:url(data:application/font-woff;base64,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) format("woff")}.ff4{font-family:ff4;line-height:.779297;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}.ls2{letter-spacing:0}.ls0{letter-spacing:.008800px}.ls1{letter-spacing:30.4176px}.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:-12.232px}.ws1{word-spacing:0}._1{margin-left:-4.694272px}._0{margin-left:-2.420704px}.fc0{color:#000}.fs1{font-size:44px}.fs0{font-size:48px}.fs2{font-size:52.8px}.y0{bottom:0}.yc{bottom:34.588122px}.yb{bottom:51.241663px}.ya{bottom:67.895203px}.y9{bottom:83.267702px}.y1{bottom:92.234993px}.y8{bottom:366.377888px}.y7{bottom:383.031428px}.y6{bottom:399.684968px}.y5{bottom:416.338509px}.y4{bottom:432.992049px}.y3{bottom:449.645589px}.y2{bottom:816.023477px}.yd{bottom:992.050117px}.h3{height:32.269531px}.h5{height:32.419922px}.h4{height:32.591797px}.h2{height:35.203125px}.h7{height:36.726562px}.h6{height:38.903906px}.h1{height:833.958059px}.h0{height:1014.58492px}.w1{width:607.213702px}.w0{width:783.997438px}.x0{left:0}.x2{left:3.843125px}.x1{left:88.391868px}.x3{left:467.074160px}

QMS 102 Lecture Notes - Lecture 8: Sample Size Determination, Binomial Distribution, Fair Coin

Canada

Business Statistics I

Quantitative Methods

Nursel Ruzgar

Ryerson University

Introductory Microeconomics

Introductory Macroeconomics

Introduction to Global Management

Human Resources Management

Business Information Systems I

Principles of Marketing

Perspectives in Psychology

QMS 102 Lecture Notes - Lecture 8: Continuous Or Discrete Variable, Random Variable, Collectively Exhaustive Events

QMS 102 Lecture Notes - Lecture 8: Sample Size Determination, Binomial Distribution, Fair Coin

Get access

Related Documents

QMS 102 Lecture Notes - Lecture 8: Continuous Or Discrete Variable, Random Variable, Collectively Exhaustive Events

QMS 102 Lecture 8: Lecture 8 Notes

QMS 102 Lecture 8: Binomial and Poisson Probability