.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:.716;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:1;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:.701000;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:.708000;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)}.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}}.ws10{word-spacing:-12.122081px}.wsb{word-spacing:-.558584px}.wse{word-spacing:-.209409px}.wsc{word-spacing:.357815px}.wsd{word-spacing:1.754342px}.ws6{word-spacing:1.885119px}.ws9{word-spacing:2.408314px}.ws1{word-spacing:2.408576px}.ws12{word-spacing:2.408707px}.ws13{word-spacing:2.452343px}.ws2{word-spacing:2.452561px}.ws4{word-spacing:3.062724px}.ws8{word-spacing:3.194155px}.ws7{word-spacing:3.805103px}.ws11{word-spacing:4.983362px}.wsf{word-spacing:5.157775px}.ws15{word-spacing:5.681364px}.ws5{word-spacing:6.466724px}.ws14{word-spacing:7.557537px}.ws0{word-spacing:15.578052px}.wsa{word-spacing:16.668952px}.ws3{word-spacing:21.461616px}._5{margin-left:-3.621788px}._0{margin-left:-2.269072px}._1{margin-left:-1.221808px}._3{width:1.221808px}._a{width:2.269159px}._4{width:19.374209px}._6{width:21.341888px}._8{width:23.213654px}._7{width:31.725554px}._c{width:35.212245px}._b{width:446.106361px}._9{width:624.474796px}._2{width:935.503686px}.fc0{color:#000}.fs0{font-size:43.636px}.fs1{font-size:57.384px}.y25{bottom:129.339081px}.y24{bottom:146.695913px}.y23{bottom:169.926321px}.y22{bottom:187.284434px}.y21{bottom:204.641266px}.y20{bottom:227.871674px}.y1f{bottom:245.228506px}.y1e{bottom:262.585338px}.y1d{bottom:279.943451px}.y1c{bottom:303.173859px}.y1b{bottom:326.404267px}.y1a{bottom:343.761099px}.y19{bottom:361.117931px}.y18{bottom:378.476044px}.y17{bottom:401.706452px}.y16{bottom:424.93686px}.y15{bottom:442.293692px}.y14{bottom:459.651805px}.y13{bottom:477.008637px}.y12{bottom:494.365469px}.y11{bottom:511.722302px}.y10{bottom:529.079134px}.yf{bottom:546.435966px}.ye{bottom:569.667655px}.yd{bottom:587.024487px}.yc{bottom:619.957503px}.yb{bottom:660.808638px}.y0{bottom:685.997758px}.ya{bottom:711.229153px}.y9{bottom:728.587266px}.y8{bottom:745.944098px}.y7{bottom:763.300930px}.y6{bottom:780.657763px}.y5{bottom:798.014595px}.y4{bottom:827.119859px}.y3{bottom:877.931092px}.y2{bottom:895.287924px}.y1{bottom:912.644756px}.h2{height:30.283384px}.h5{height:30.414292px}.h3{height:32.727px}.h4{height:39.88188px}.h1{height:178.064778px}.h0{height:1014.58492px}.w1{width:599.527453px}.w0{width:783.997438px}.x0{left:92.234993px}.x3{left:109.31512px}.x4{left:127.172839px}.x5{left:133.073317px}.x6{left:157.917837px}.x2{left:247.93919px}.x1{left:339.661766px}

ECN 100B Study Guide - Final Guide: Marginal Revenue, Root Mean Square, Demand Curve

ECN 100B Study Guide - Final Guide: Marginal Revenue, Root Mean Square, Demand Curve

Get access

Related Documents

ECN 100B Study Guide - Midterm Guide: Brendan Price, Monopsony, Price Discrimination

MA 16600 Final: Spring 2018, Final

MA 16600 Midterm: Spring 2017, 2