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Mathematics

The following table shows the number of students in various classes :

ClassVIVIIVIIIIXX
No. of students36030054150216

Draw a pie-graph to represent the above data.

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Answer

Steps:

  1. Since the angle about the center of a circle is 360°, divide 360° in proportion to the given data. In this question, divide 360° in proportion 360 : 300 : 54 : 150 : 216 to obtain the corresponding central angles.

  2. Make a table as given.

ClassNo. of studentsCentral Angles
VI3603601,080×360°\dfrac{360}{1,080} \times 360° = 120°
VII3003001,080×360°\dfrac{300}{1,080} \times 360° = 100°
VIII54541,080×360°\dfrac{54}{1,080} \times 360° = 18°
IX1501501,080×360°\dfrac{150}{1,080} \times 360° = 50°
X2162161,080×360°\dfrac{216}{1,080} \times 360° = 72°
Total1,080360°
  1. Draw a circle of any suitable radius.

  2. For each central-angle, draw a sector.

The following table shows the number of students in various classes : Data Handling, Concise Mathematics Solutions ICSE Class 8.

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