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Q. 3. Given data is about Time taken (in seconds) by a group of students to answer a simple geography question. Group the data in an interval of 10. 20 25 24 33 13 26/8 19 31 11 16 21 17 11 34 14 15 21 18 17

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Answers

Answered by reddyms213
0

Answer:

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Explanation:

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Answered by ArunSivaPrakash
0

Given: data of Time taken (in seconds) by a group of students to answer a simple geography question.

Data:- 20 ,25 ,24 ,33 ,13 ,26,8 ,19 ,31 ,11 ,16 ,21 ,17 ,11 ,34 ,14 ,15 ,21 ,18 ,17

Total number of observations = 19

To Find: Group the data in an interval of 10

Solution:

  • When individual observations of a variable(students who answered a simple geography question)  are arranged in such a way that a frequency distribution table can be constructed by setting intervals for the data so that larger data sets can be easily summarized.
  • A tally distribution table can be constructed, further pie or bar chart can also be constructed as a way to easily visualize bigger data sets.
  • A class consists of an upper and a lower limit.
  • The difference between the upper limit and lower limit is called a class interval.
  • For example : 0 - 10 class has class interval = 10 - 0 = 10
  • It's easy to arrange the data into classes after arranging in ascending order(a.o):
  • a.o of the given data: 8, 11, 11, 13, 14, 15, 16, 17, 17, 18, 19, 20, 21, 21, 24, 25, 26, 31, 33
  • Classes for this data are:-

    Groups/                           Observations                                  Frequency

     classes                            in the particular class            

  1. 0 - 10                                   8                                                      1                                                            
  2. 10 - 20                  11, 11, 13, 14, 15, 16, 17, 17, 18, 19                     10                                                                                            
  3. 20 - 30                         20, 21, 21, 24, 25, 26                              6
  4. 30 - 40                                 33                                                      1
  • Note: The lower limit of the class is counted as an observation in that class, the upper limit is not considered as an observation in that class.
  • For example: In the given data, 20 is the upper limit of Class 2 but counted in class 3 where 20 is a lower limit.

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