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@vishal2612200
Created June 8, 2018 05:16
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pie chart source
<!DOCTYPE html>
<html>
<head>
<script type="text/javascript" src="https://www.gstatic.com/charts/loader.js"></script>
<script type="text/javascript">
google.charts.load("current", {packages:["corechart"]});
google.charts.setOnLoadCallback(drawChart);
function drawChart() {
maths=document.getElementById('askgraphvalue').value*1;
physics=document.getElementById('physics').value*1;
electronics =document.getElementById('bidgraphvalue').value * 1;
foc =document.getElementById('foc').value* 1;
manufacturing=document.getElementById('manufacturing').value* 1;
chemistry=document.getElementById('chemistry').value*1;
var data = google.visualization.arrayToDataTable([
['Compromise', 'Quantity'],
['maths', maths],
[' ', 0],
['physics', physics],
['electronics', electronics],
['foc', foc],
['manufacturing', manufacturing],
['chemistry', chemistry],
]);
var options = {
title: 'subject attendence',
is3D: true,
};
var chart = new google.visualization.PieChart(document.getElementById('piechart_3d'));
chart.draw(data, options);
}
<!--alert section-->
alert ("change the input value to see a change in graph..");
</script>
</head>
<body>
<p align="center">
<h1>Subject Attendance</h1>
<img src="data:image/png;base64,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" 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physics: <input type="number" name="physics" value=1 id="physics"/></br></br>
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manufacturing:<input type="number" name="manufacturing" value=1 id="manufacturing"/><br/><br/>
chemistry:<input type="number" name="chemistry" value=1 id="chemistry"/><br/><br/>
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