2020-11-16 16:35:26 +00:00
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(window.webpackJsonp=window.webpackJsonp||[]).push([[15],{"2w3n":function(n){n.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},ZHMS:function(n,l,i){"use strict";(function(n){var e=i("gJgL"),a=i.n(e);l.a=function(l){return n("span",{class:a.a.minus},l.children)}}).call(this,i("hosL").h)},ZQux:function(n,l,i){"use strict";i.r(l),function(n){function e(){var n=We(["m in left[ overline{x}_n - z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{s^2_n}{n}}, overline{x}_n + z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{s^2_n}{n}} \right]"],["m \\in \\left[ \\overline{x}_n - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{s^2_n}{n}}, \\overline{x}_n + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{s^2_n}{n}} \\right]"]);return e=function(){return n},n}function a(){var n=We(["p in left[ overline{p} - z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{overline{p} cdot (1 - overline{p})}{n+4}}, overline{p} + z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{overline{p} cdot (1 - overline{p})}{n+4}} \right]"],["p \\in \\left[ \\overline{p} - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\overline{p} \\cdot (1 - \\overline{p})}{n+4}}, \\overline{p} + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\overline{p} \\cdot (1 - \\overline{p})}{n+4}} \\right]"]);return a=function(){return n},n}function t(){var n=We(["t_{alpha, v}"],["t_{\\alpha, v}"]);return t=function(){return n},n}function r(){var n=We(["mu in left[ overline{x}_n - t_{1 - \frac{alpha}{2}; n-1} cdot sqrt{\frac{s_n^2}{n}}, +infty \right)"],["\\mu \\in \\left[ \\overline{x}_n - t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}}, +\\infty \\right)"]);return r=function(){return n},n}function o(){var n=We(["mu in left( -infty, overline{x}_n + t_{1 - \frac{alpha}{2}; n-1} cdot sqrt{\frac{s_n^2}{n}} \right]"],["\\mu \\in \\left( -\\infty, \\overline{x}_n + t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}} \\right]"]);return o=function(){return n},n}function u(){var n=We(["mu in left[ overline{x}_n - t_{1 - \frac{alpha}{2}; n-1} cdot sqrt{\frac{s_n^2}{n}}, overline{x}_n + t_{1 - \frac{alpha}{2}; n-1} cdot sqrt{\frac{s_n^2}{n}} \right]"],["\\mu \\in \\left[ \\overline{x}_n - t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}}, \\overline{x}_n + t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}} \\right]"]);return u=function(){return n},n}function c(){var n=We(["mu in left[ overline{x}_n - z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{sigma^2}{n}}, +infty \right)"],["\\mu \\in \\left[ \\overline{x}_n - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}}, +\\infty \\right)"]);return c=function(){return n},n}function s(){var n=We(["mu in left( -infty, overline{x}_n + z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{sigma^2}{n}} \right]"],["\\mu \\in \\left( -\\infty, \\overline{x}_n + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}} \\right]"]);return s=function(){return n},n}function p(){var n=We(["mu in left[ overline{x}_n - z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{sigma^2}{n}}, overline{x}_n + z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{sigma^2}{n}} \right]"],["\\mu \\in \\left[ \\overline{x}_n - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}}, \\overline{x}_n + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}} \\right]"]);return p=function(){return n},n}function d(){var n=We(["P( a < W < b ) = N"]);return d=function(){return n},n}function m(){var n=We(["widehat{W}"],["\\widehat{W}"]);return m=function(){return n},n}function f(){var n=We(["widehat{sigma^2}_L = \frac{sum (X_i - overline{X}_n)^2 }{n}"],["\\widehat{\\sigma^2}_L = \\frac{\\sum (X_i - \\overline{X}_n)^2 }{n}"]);return f=function(){return n},n}function v(){var n=We(["widehat{mu}_L = overline{X}_n"],["\\widehat{\\mu}_L = \\overline{X}_n"]);return v=function(){return n},n}function b(){var n=We(["widehat{lambda}_M = widehat{lambda}_L = \frac{1}{overline{X}_n}"],["\\widehat{\\lambda}_M = \\widehat{\\lambda}_L = \\frac{1}{\\overline{X}_n}"]);re
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