math/doc/graphs/negative_binomial_pdf_2.svg

69 lines
20 KiB
XML

<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<svg width="750" height ="400" version="1.1"
xmlns:svg ="http://www.w3.org/2000/svg"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:cc="http://web.resource.org/cc/"
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns ="http://www.w3.org/2000/svg"
>
<!-- SVG plot written using Boost.Plot program (Creator Jacob Voytko) -->
<!-- Use, modification and distribution of Boost.Plot subject to the -->
<!-- Boost Software License, Version 1.0.-->
<!-- (See accompanying file LICENSE_1_0.txt -->
<!-- or copy at http://www.boost.org/LICENSE_1_0.txt) -->
<clipPath id="plot_window"><rect x="93.6" y="59" width="473" height="281"/></clipPath>
<g id="imageBackground" stroke="rgb(119,136,153)" fill="rgb(255,255,255)" stroke-width="2"><rect x="0" y="0" width="750" height="400"/></g>
<g id="plotBackground" stroke="rgb(119,136,153)" fill="rgb(255,255,255)" stroke-width="2"><rect x="92.6" y="58" width="475" height="283"/></g>
<g id="yMinorGrid" stroke="rgb(200,220,255)" stroke-width="0.5"></g>
<g id="yMajorGrid" stroke="rgb(200,220,255)" stroke-width="1"></g>
<g id="xMinorGrid" stroke="rgb(200,220,255)" stroke-width="0.5"></g>
<g id="xMajorGrid" stroke="rgb(200,220,255)" stroke-width="1"></g>
<g id="yAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="94.95" y1="58" x2="94.95" y2="346"/><line x1="92.6" y1="58" x2="92.6" y2="341"/></g>
<g id="xAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="87.6" y1="341" x2="567.6" y2="341"/><line x1="87.6" y1="341" x2="567.6" y2="341"/></g>
<g id="yMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M90.6,335.5 L92.6,335.5 M90.6,329.9 L92.6,329.9 M90.6,324.4 L92.6,324.4 M90.6,318.8 L92.6,318.8 M90.6,307.7 L92.6,307.7 M90.6,302.2 L92.6,302.2 M90.6,296.6 L92.6,296.6 M90.6,291.1 L92.6,291.1 M90.6,280 L92.6,280 M90.6,274.4 L92.6,274.4 M90.6,268.9 L92.6,268.9 M90.6,263.3 L92.6,263.3 M90.6,252.2 L92.6,252.2 M90.6,246.7 L92.6,246.7 M90.6,241.1 L92.6,241.1 M90.6,235.6 L92.6,235.6 M90.6,224.5 L92.6,224.5 M90.6,218.9 L92.6,218.9 M90.6,213.4 L92.6,213.4 M90.6,207.8 L92.6,207.8 M90.6,196.7 L92.6,196.7 M90.6,191.2 L92.6,191.2 M90.6,185.6 L92.6,185.6 M90.6,180.1 L92.6,180.1 M90.6,169 L92.6,169 M90.6,163.4 L92.6,163.4 M90.6,157.9 L92.6,157.9 M90.6,152.3 L92.6,152.3 M90.6,141.3 L92.6,141.3 M90.6,135.7 L92.6,135.7 M90.6,130.2 L92.6,130.2 M90.6,124.6 L92.6,124.6 M90.6,113.5 L92.6,113.5 M90.6,108 L92.6,108 M90.6,102.4 L92.6,102.4 M90.6,96.86 L92.6,96.86 M90.6,85.77 L92.6,85.77 M90.6,80.22 L92.6,80.22 M90.6,74.67 L92.6,74.67 M90.6,69.12 L92.6,69.12 M90.6,58.02 L92.6,58.02 M90.6,341 L92.6,341 " fill="none"/></g>
<g id="xMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"></g>
<g id="yMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M87.6,341 L92.6,341 M87.6,313.3 L92.6,313.3 M87.6,285.5 L92.6,285.5 M87.6,257.8 L92.6,257.8 M87.6,230 L92.6,230 M87.6,202.3 L92.6,202.3 M87.6,174.5 L92.6,174.5 M87.6,146.8 L92.6,146.8 M87.6,119.1 L92.6,119.1 M87.6,91.32 L92.6,91.32 M87.6,63.57 L92.6,63.57 M87.6,341 L92.6,341 " fill="none"/></g>
<g id="xMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M94.95,341 L94.95,346 M329.5,341 L329.5,346 M564.1,341 L564.1,346 M94.95,341 L94.95,346 " fill="none"/></g>
<g id="xTicksValues">
<text x="94.95" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text>
<text x="329.5" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">50</text>
<text x="564.1" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">100</text>
<text x="94.95" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text></g>
<g id="yTicksValues">
<text x="81.6" y="343.4" text-anchor="end" font-size="12" font-family="Verdana">0</text>
<text x="81.6" y="315.7" text-anchor="end" font-size="12" font-family="Verdana">0.01</text>
<text x="81.6" y="287.9" text-anchor="end" font-size="12" font-family="Verdana">0.02</text>
<text x="81.6" y="260.2" text-anchor="end" font-size="12" font-family="Verdana">0.03</text>
<text x="81.6" y="232.4" text-anchor="end" font-size="12" font-family="Verdana">0.04</text>
<text x="81.6" y="204.7" text-anchor="end" font-size="12" font-family="Verdana">0.05</text>
<text x="81.6" y="176.9" text-anchor="end" font-size="12" font-family="Verdana">0.06</text>
<text x="81.6" y="149.2" text-anchor="end" font-size="12" font-family="Verdana">0.07</text>
<text x="81.6" y="121.5" text-anchor="end" font-size="12" font-family="Verdana">0.08</text>
<text x="81.6" y="93.72" text-anchor="end" font-size="12" font-family="Verdana">0.09</text>
<text x="81.6" y="65.97" text-anchor="end" font-size="12" font-family="Verdana">0.1</text>
<text x="81.6" y="343.4" text-anchor="end" font-size="12" font-family="Verdana">0</text></g>
<g id="yLabel">
<text x="42.9" y="199.5" text-anchor="middle" transform = "rotate(-90 42.9 199.5 )" font-size="14" font-family="Verdana">Probability</text></g>
<g id="xLabel">
<text x="330.1" y="376.7" text-anchor="middle" font-size="14" font-family="Verdana">Random Variable</text></g>
<g id="plotLines" stroke-width="2"><g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" fill="rgb(0,0,139)" stroke-width="1"><path d="M93.19,341 L93.19,341 L93.19,338.3 L94.36,338.3 L94.36,341 L97.88,341 L97.88,327.5 L99.05,327.5 L99.05,341 L102.6,341 L102.6,303.7 L103.7,303.7 L103.7,341 L107.3,341 L107.3,266.5 L108.4,266.5 L108.4,341 L112,341 L112,219.9 L113.1,219.9 L113.1,341 L116.6,341 L116.6,171.5 L117.8,171.5 L117.8,341 L121.3,341 L121.3,129.1 L122.5,129.1 L122.5,341 L126,341 L126,98.86 L127.2,98.86 L127.2,341 L130.7,341 L130.7,83.73 L131.9,83.73 L131.9,341 L135.4,341 L135.4,83.73 L136.6,83.73 L136.6,341 L140.1,341 L140.1,96.59 L141.3,96.59 L141.3,341 L144.8,341 L144.8,118.8 L146,118.8 L146,341 L149.5,341 L149.5,146.6 L150.7,146.6 L150.7,341 L154.2,341 L154.2,176.5 L155.4,176.5 L155.4,341 L158.9,341 L158.9,205.9 L160,205.9 L160,341 L163.6,341 L163.6,232.9 L164.7,232.9 L164.7,341 L168.3,341 L168.3,256.5 L169.4,256.5 L169.4,341 L172.9,341 L172.9,276.4 L174.1,276.4 L174.1,341 L177.6,341 L177.6,292.6 L178.8,292.6 L178.8,341 L182.3,341 L182.3,305.3 L183.5,305.3 L183.5,341 L187,341 L187,315.1 L188.2,315.1 L188.2,341 L191.7,341 L191.7,322.5 L192.9,322.5 L192.9,341 L196.4,341 L196.4,328 L197.6,328 L197.6,341 L201.1,341 L201.1,331.9 L202.3,331.9 L202.3,341 L205.8,341 L205.8,334.8 L207,334.8 L207,341 L210.5,341 L210.5,336.8 L211.7,336.8 L211.7,341 L215.2,341 L215.2,338.1 L216.3,338.1 L216.3,341 L219.9,341 L219.9,339.1 L221,339.1 L221,341 L224.6,341 L224.6,339.7 L225.7,339.7 L225.7,341 L229.3,341 L229.3,340.2 L230.4,340.2 L230.4,341 L233.9,341 L233.9,340.5 L235.1,340.5 L235.1,341 L238.6,341 L238.6,340.7 L239.8,340.7 L239.8,341 L243.3,341 L243.3,340.8 L244.5,340.8 L244.5,341 L248,341 L248,340.9 L249.2,340.9 L249.2,341 L252.7,341 L252.7,340.9 L253.9,340.9 L253.9,341 L257.4,341 L257.4,340.9 L258.6,340.9 L258.6,341 L262.1,341 L262.1,341 L263.3,341 L263.3,341 L266.8,341 L266.8,341 L268,341 L268,341 L271.5,341 L271.5,341 L272.7,341 L272.7,341 L276.2,341 L276.2,341 L277.3,341 L277.3,341 L280.9,341 L280.9,341 L282,341 L282,341 L285.6,341 L285.6,341 L286.7,341 L286.7,341 L290.2,341 L290.2,341 L291.4,341 L291.4,341 L294.9,341 L294.9,341 L296.1,341 L296.1,341 L299.6,341 L299.6,341 L300.8,341 L300.8,341 L304.3,341 L304.3,341 L305.5,341 L305.5,341 L309,341 L309,341 L310.2,341 L310.2,341 L313.7,341 L313.7,341 L314.9,341 L314.9,341 L318.4,341 L318.4,341 L319.6,341 L319.6,341 L323.1,341 L323.1,341 L324.3,341 L324.3,341 L327.8,341 L327.8,341 L329,341 L329,341 L332.5,341 L332.5,341 L333.6,341 L333.6,341 L337.2,341 L337.2,341 L338.3,341 L338.3,341 L341.9,341 L341.9,341 L343,341 L343,341 L346.6,341 L346.6,341 L347.7,341 L347.7,341 L351.2,341 L351.2,341 L352.4,341 L352.4,341 L355.9,341 L355.9,341 L357.1,341 L357.1,341 L360.6,341 L360.6,341 L361.8,341 L361.8,341 L365.3,341 L365.3,341 L366.5,341 L366.5,341 L370,341 L370,341 L371.2,341 L371.2,341 L374.7,341 L374.7,341 L375.9,341 L375.9,341 L379.4,341 L379.4,341 L380.6,341 L380.6,341 L384.1,341 L384.1,341 L385.3,341 L385.3,341 L388.8,341 L388.8,341 L390,341 L390,341 L393.5,341 L393.5,341 L394.6,341 L394.6,341 L398.2,341 L398.2,341 L399.3,341 L399.3,341 L402.9,341 L402.9,341 L404,341 L404,341 L407.5,341 L407.5,341 L408.7,341 L408.7,341 L412.2,341 L412.2,341 L413.4,341 L413.4,341 L416.9,341 L416.9,341 L418.1,341 L418.1,341 L421.6,341 L421.6,341 L422.8,341 L422.8,341 L426.3,341 L426.3,341 L427.5,341 L427.5,341 L431,341 L431,341 L432.2,341 L432.2,341 L435.7,341 L435.7,341 L436.9,341 L436.9,341 L440.4,341 L440.4,341 L441.6,341 L441.6,341 L445.1,341 L445.1,341 L446.3,341 L446.3,341 L449.8,341 L449.8,341 L450.9,341 L450.9,341 L454.5,341 L454.5,341 L455.6,341 L455.6,341 L459.2,341 L459.2,341 L460.3,341 L460.3,341 L463.8,341 L463.8,341 L465,341 L465,341 L468.5,341 L468.5,341 L469.7,341 L469.7,341 L473.2,341 L473.2,341 L474.4,341 L474.4,341 L477.9,341 L477.9,341 L479.1,341 L479.1,341 L482.6,341 L482.6,341 L483.8,341 L483.8,341 L487.3,341 L487.3,341 L488.5,341 L488.5,341 L492,341 L492,341 L493.2,341 L493.2,341 L496.7,341 L496.7,341 L497.9,341 L497.9,341 L501.4,341 L501.4,341 L502.6,341 L502.6,341 L506.1,341 L506.1,341 L507.2,341 L507.2,341 L510.8,341 L510.8,341 L511.9,341 L511.9,341 L515.5,341 L515.5,341 L516.6,341 L516.6,341 L520.2,341 L520.2,341 L521.3,341 L521.3,341 L524.8,341 L524.8,341 L526,341 L526,341 L529.5,341 L529.5,341 L530.7,341 L530.7,341 L534.2,341 L534.2,341 L535.4,341 L535.4,341 L538.9,341 L538.9,341 L540.1,341 L540.1,341 L543.6,341 L543.6,341 L544.8,341 L544.8,341 L548.3,341 L548.3,341 L549.5,341 L549.5,341 L553,341 L553,341 L554.2,341 L554.2,341 L557.7,341 L557.7,341 L558.9,341 L558.9,341 L562.4,341 L562.4,341 L563.6,341 L563.6,341 L563.6,341 Z" fill="rgb(0,0,139)"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(139,0,0)" fill="rgb(139,0,0)" stroke-width="1"><path d="M94.36,341 L94.36,341 L94.36,341 L95.53,341 L95.53,341 L99.05,341 L99.05,341 L100.2,341 L100.2,341 L103.7,341 L103.7,340.9 L104.9,340.9 L104.9,341 L108.4,341 L108.4,340.5 L109.6,340.5 L109.6,341 L113.1,341 L113.1,339.5 L114.3,339.5 L114.3,341 L117.8,341 L117.8,337.5 L119,337.5 L119,341 L122.5,341 L122.5,333.7 L123.7,333.7 L123.7,341 L127.2,341 L127.2,327.4 L128.4,327.4 L128.4,341 L131.9,341 L131.9,318.1 L133.1,318.1 L133.1,341 L136.6,341 L136.6,305.3 L137.8,305.3 L137.8,341 L141.3,341 L141.3,289.2 L142.5,289.2 L142.5,341 L146,341 L146,270.4 L147.1,270.4 L147.1,341 L150.7,341 L150.7,249.8 L151.8,249.8 L151.8,341 L155.4,341 L155.4,228.8 L156.5,228.8 L156.5,341 L160,341 L160,208.8 L161.2,208.8 L161.2,341 L164.7,341 L164.7,191.1 L165.9,191.1 L165.9,341 L169.4,341 L169.4,177.1 L170.6,177.1 L170.6,341 L174.1,341 L174.1,167.5 L175.3,167.5 L175.3,341 L178.8,341 L178.8,162.6 L180,162.6 L180,341 L183.5,341 L183.5,162.6 L184.7,162.6 L184.7,341 L188.2,341 L188.2,167.1 L189.4,167.1 L189.4,341 L192.9,341 L192.9,175.4 L194.1,175.4 L194.1,341 L197.6,341 L197.6,186.7 L198.8,186.7 L198.8,341 L202.3,341 L202.3,200.1 L203.4,200.1 L203.4,341 L207,341 L207,214.8 L208.1,214.8 L208.1,341 L211.7,341 L211.7,229.9 L212.8,229.9 L212.8,341 L216.3,341 L216.3,244.9 L217.5,244.9 L217.5,341 L221,341 L221,259.1 L222.2,259.1 L222.2,341 L225.7,341 L225.7,272.3 L226.9,272.3 L226.9,341 L230.4,341 L230.4,284.1 L231.6,284.1 L231.6,341 L235.1,341 L235.1,294.5 L236.3,294.5 L236.3,341 L239.8,341 L239.8,303.5 L241,303.5 L241,341 L244.5,341 L244.5,311.1 L245.7,311.1 L245.7,341 L249.2,341 L249.2,317.5 L250.4,317.5 L250.4,341 L253.9,341 L253.9,322.7 L255.1,322.7 L255.1,341 L258.6,341 L258.6,326.9 L259.7,326.9 L259.7,341 L263.3,341 L263.3,330.2 L264.4,330.2 L264.4,341 L268,341 L268,332.8 L269.1,332.8 L269.1,341 L272.7,341 L272.7,334.9 L273.8,334.9 L273.8,341 L277.3,341 L277.3,336.4 L278.5,336.4 L278.5,341 L282,341 L282,337.6 L283.2,337.6 L283.2,341 L286.7,341 L286.7,338.5 L287.9,338.5 L287.9,341 L291.4,341 L291.4,339.2 L292.6,339.2 L292.6,341 L296.1,341 L296.1,339.7 L297.3,339.7 L297.3,341 L300.8,341 L300.8,340.1 L302,340.1 L302,341 L305.5,341 L305.5,340.3 L306.7,340.3 L306.7,341 L310.2,341 L310.2,340.5 L311.4,340.5 L311.4,341 L314.9,341 L314.9,340.7 L316.1,340.7 L316.1,341 L319.6,341 L319.6,340.8 L320.7,340.8 L320.7,341 L324.3,341 L324.3,340.8 L325.4,340.8 L325.4,341 L329,341 L329,340.9 L330.1,340.9 L330.1,341 L333.6,341 L333.6,340.9 L334.8,340.9 L334.8,341 L338.3,341 L338.3,340.9 L339.5,340.9 L339.5,341 L343,341 L343,341 L344.2,341 L344.2,341 L347.7,341 L347.7,341 L348.9,341 L348.9,341 L352.4,341 L352.4,341 L353.6,341 L353.6,341 L357.1,341 L357.1,341 L358.3,341 L358.3,341 L361.8,341 L361.8,341 L363,341 L363,341 L366.5,341 L366.5,341 L367.7,341 L367.7,341 L371.2,341 L371.2,341 L372.4,341 L372.4,341 L375.9,341 L375.9,341 L377,341 L377,341 L380.6,341 L380.6,341 L381.7,341 L381.7,341 L385.3,341 L385.3,341 L386.4,341 L386.4,341 L390,341 L390,341 L391.1,341 L391.1,341 L394.6,341 L394.6,341 L395.8,341 L395.8,341 L399.3,341 L399.3,341 L400.5,341 L400.5,341 L404,341 L404,341 L405.2,341 L405.2,341 L408.7,341 L408.7,341 L409.9,341 L409.9,341 L413.4,341 L413.4,341 L414.6,341 L414.6,341 L418.1,341 L418.1,341 L419.3,341 L419.3,341 L422.8,341 L422.8,341 L424,341 L424,341 L427.5,341 L427.5,341 L428.7,341 L428.7,341 L432.2,341 L432.2,341 L433.4,341 L433.4,341 L436.9,341 L436.9,341 L438,341 L438,341 L441.6,341 L441.6,341 L442.7,341 L442.7,341 L446.3,341 L446.3,341 L447.4,341 L447.4,341 L450.9,341 L450.9,341 L452.1,341 L452.1,341 L455.6,341 L455.6,341 L456.8,341 L456.8,341 L460.3,341 L460.3,341 L461.5,341 L461.5,341 L465,341 L465,341 L466.2,341 L466.2,341 L469.7,341 L469.7,341 L470.9,341 L470.9,341 L474.4,341 L474.4,341 L475.6,341 L475.6,341 L479.1,341 L479.1,341 L480.3,341 L480.3,341 L483.8,341 L483.8,341 L485,341 L485,341 L488.5,341 L488.5,341 L489.7,341 L489.7,341 L493.2,341 L493.2,341 L494.3,341 L494.3,341 L497.9,341 L497.9,341 L499,341 L499,341 L502.6,341 L502.6,341 L503.7,341 L503.7,341 L507.2,341 L507.2,341 L508.4,341 L508.4,341 L511.9,341 L511.9,341 L513.1,341 L513.1,341 L516.6,341 L516.6,341 L517.8,341 L517.8,341 L521.3,341 L521.3,341 L522.5,341 L522.5,341 L526,341 L526,341 L527.2,341 L527.2,341 L530.7,341 L530.7,341 L531.9,341 L531.9,341 L535.4,341 L535.4,341 L536.6,341 L536.6,341 L540.1,341 L540.1,341 L541.3,341 L541.3,341 L544.8,341 L544.8,341 L546,341 L546,341 L549.5,341 L549.5,341 L550.6,341 L550.6,341 L554.2,341 L554.2,341 L555.3,341 L555.3,341 L558.9,341 L558.9,341 L560,341 L560,341 L563.6,341 L563.6,341 L564.7,341 L564.7,341 L564.7,341 Z" fill="rgb(139,0,0)"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(0,100,0)" fill="rgb(0,100,0)" stroke-width="1"><path d="M95.53,341 L95.53,341 L95.53,341 L96.71,341 L96.71,341 L100.2,341 L100.2,341 L101.4,341 L101.4,341 L104.9,341 L104.9,341 L106.1,341 L106.1,341 L109.6,341 L109.6,341 L110.8,341 L110.8,341 L114.3,341 L114.3,341 L115.5,341 L115.5,341 L119,341 L119,341 L120.2,341 L120.2,341 L123.7,341 L123.7,341 L124.9,341 L124.9,341 L128.4,341 L128.4,341 L129.5,341 L129.5,341 L133.1,341 L133.1,341 L134.2,341 L134.2,341 L137.8,341 L137.8,341 L138.9,341 L138.9,341 L142.5,341 L142.5,341 L143.6,341 L143.6,341 L147.1,341 L147.1,341 L148.3,341 L148.3,341 L151.8,341 L151.8,341 L153,341 L153,341 L156.5,341 L156.5,341 L157.7,341 L157.7,341 L161.2,341 L161.2,341 L162.4,341 L162.4,341 L165.9,341 L165.9,341 L167.1,341 L167.1,341 L170.6,341 L170.6,341 L171.8,341 L171.8,341 L175.3,341 L175.3,341 L176.5,341 L176.5,341 L180,341 L180,341 L181.2,341 L181.2,341 L184.7,341 L184.7,341 L185.9,341 L185.9,341 L189.4,341 L189.4,341 L190.5,341 L190.5,341 L194.1,341 L194.1,341 L195.2,341 L195.2,341 L198.8,341 L198.8,341 L199.9,341 L199.9,341 L203.4,341 L203.4,341 L204.6,341 L204.6,341 L208.1,341 L208.1,341 L209.3,341 L209.3,341 L212.8,341 L212.8,341 L214,341 L214,341 L217.5,341 L217.5,341 L218.7,341 L218.7,341 L222.2,341 L222.2,341 L223.4,341 L223.4,341 L226.9,341 L226.9,341 L228.1,341 L228.1,341 L231.6,341 L231.6,341 L232.8,341 L232.8,341 L236.3,341 L236.3,341 L237.5,341 L237.5,341 L241,341 L241,340.9 L242.2,340.9 L242.2,341 L245.7,341 L245.7,340.9 L246.8,340.9 L246.8,341 L250.4,341 L250.4,340.8 L251.5,340.8 L251.5,341 L255.1,341 L255.1,340.7 L256.2,340.7 L256.2,341 L259.7,341 L259.7,340.6 L260.9,340.6 L260.9,341 L264.4,341 L264.4,340.4 L265.6,340.4 L265.6,341 L269.1,341 L269.1,340.2 L270.3,340.2 L270.3,341 L273.8,341 L273.8,339.8 L275,339.8 L275,341 L278.5,341 L278.5,339.4 L279.7,339.4 L279.7,341 L283.2,341 L283.2,338.8 L284.4,338.8 L284.4,341 L287.9,341 L287.9,338 L289.1,338 L289.1,341 L292.6,341 L292.6,337.1 L293.8,337.1 L293.8,341 L297.3,341 L297.3,335.9 L298.5,335.9 L298.5,341 L302,341 L302,334.4 L303.1,334.4 L303.2,341 L306.7,341 L306.7,332.7 L307.8,332.7 L307.8,341 L311.4,341 L311.4,330.6 L312.5,330.6 L312.5,341 L316.1,341 L316.1,328.2 L317.2,328.2 L317.2,341 L320.7,341 L320.7,325.4 L321.9,325.4 L321.9,341 L325.4,341 L325.4,322.2 L326.6,322.2 L326.6,341 L330.1,341 L330.1,318.6 L331.3,318.6 L331.3,341 L334.8,341 L334.8,314.7 L336,314.7 L336,341 L339.5,341 L339.5,310.4 L340.7,310.4 L340.7,341 L344.2,341 L344.2,305.8 L345.4,305.8 L345.4,341 L348.9,341 L348.9,300.9 L350.1,300.9 L350.1,341 L353.6,341 L353.6,295.8 L354.8,295.8 L354.8,341 L358.3,341 L358.3,290.5 L359.5,290.5 L359.5,341 L363,341 L363,285.2 L364.1,285.2 L364.1,341 L367.7,341 L367.7,279.9 L368.8,279.9 L368.8,341 L372.4,341 L372.4,274.8 L373.5,274.8 L373.5,341 L377,341 L377,269.8 L378.2,269.8 L378.2,341 L381.7,341 L381.7,265.1 L382.9,265.1 L382.9,341 L386.4,341 L386.4,260.8 L387.6,260.8 L387.6,341 L391.1,341 L391.1,257 L392.3,257 L392.3,341 L395.8,341 L395.8,253.7 L397,253.7 L397,341 L400.5,341 L400.5,251.1 L401.7,251.1 L401.7,341 L405.2,341 L405.2,249 L406.4,249 L406.4,341 L409.9,341 L409.9,247.6 L411.1,247.6 L411.1,341 L414.6,341 L414.6,247 L415.8,247 L415.8,341 L419.3,341 L419.3,247 L420.4,247 L420.4,341 L424,341 L424,247.6 L425.1,247.6 L425.1,341 L428.7,341 L428.7,248.9 L429.8,248.9 L429.8,341 L433.4,341 L433.4,250.9 L434.5,250.9 L434.5,341 L438,341 L438,253.3 L439.2,253.3 L439.2,341 L442.7,341 L442.7,256.3 L443.9,256.3 L443.9,341 L447.4,341 L447.4,259.7 L448.6,259.7 L448.6,341 L452.1,341 L452.1,263.4 L453.3,263.4 L453.3,341 L456.8,341 L456.8,267.5 L458,267.5 L458,341 L461.5,341 L461.5,271.7 L462.7,271.7 L462.7,341 L466.2,341 L466.2,276.1 L467.4,276.1 L467.4,341 L470.9,341 L470.9,280.5 L472.1,280.5 L472.1,341 L475.6,341 L475.6,285 L476.8,285 L476.8,341 L480.3,341 L480.3,289.5 L481.4,289.5 L481.4,341 L485,341 L485,293.8 L486.1,293.8 L486.1,341 L489.7,341 L489.7,298 L490.8,298 L490.8,341 L494.3,341 L494.3,302.1 L495.5,302.1 L495.5,341 L499,341 L499,305.9 L500.2,305.9 L500.2,341 L503.7,341 L503.7,309.5 L504.9,309.5 L504.9,341 L508.4,341 L508.4,312.9 L509.6,312.9 L509.6,341 L513.1,341 L513.1,316.1 L514.3,316.1 L514.3,341 L517.8,341 L517.8,319 L519,319 L519,341 L522.5,341 L522.5,321.7 L523.7,321.7 L523.7,341 L527.2,341 L527.2,324.1 L528.4,324.1 L528.4,341 L531.9,341 L531.9,326.3 L533.1,326.3 L533.1,341 L536.6,341 L536.6,328.2 L537.7,328.2 L537.7,341 L541.3,341 L541.3,330 L542.4,330 L542.4,341 L546,341 L546,331.5 L547.1,331.5 L547.1,341 L550.6,341 L550.6,332.9 L551.8,332.9 L551.8,341 L555.3,341 L555.3,334.1 L556.5,334.1 L556.5,341 L560,341 L560,335.1 L561.2,335.1 L561.2,341 L564.7,341 L564.7,336 L565.9,336 L565.9,341 L565.9,341 Z" fill="rgb(0,100,0)"/></g>
</g>
<g id="plotPoints" clip-path="url(#plot_window)"></g>
<g id="legendBackground" stroke="rgb(119,136,153)" fill="rgb(255,255,255)" stroke-width="1"><rect x="581.6" y="58" width="142.4" height="105"/><rect x="581.6" y="58" width="142.4" height="105"/></g>
<g id="legendPoints"><g stroke="rgb(0,0,139)" fill="rgb(255,255,255)" stroke-width="1"><line x1="596.6" y1="88" x2="611.6" y2="88"/></g>
<g stroke="rgb(139,0,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="596.6" y1="118" x2="611.6" y2="118"/></g>
<g stroke="rgb(0,100,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="596.6" y1="148" x2="611.6" y2="148"/></g>
</g>
<g id="legendText">
<text x="619.1" y="88" font-size="15" font-family="Verdana">n=10 p=0.5</text>
<text x="619.1" y="118" font-size="15" font-family="Verdana">n=20 p=0.5</text>
<text x="619.1" y="148" font-size="15" font-family="Verdana">n=70 p=0.5</text></g>
<g id="title">
<text x="375" y="40" text-anchor="middle" font-size="20" font-family="Verdana">Negative Binomial Distribution PDF</text></g>
<g id="plotXValues"></g>
<g id="plotYValues"></g>
</svg>