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On the basic of data in Example 4 of sec...

On the basic of data in Example 4 of section 9.5 of Chapter 9 , calculate the coefficient of Quartile Deviation .

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`V_(Q) = (Q_(3) - Q_(1))/(Q_(3) + Q_(1)) = (68.89 - 34.12)/(68.89 + 34.12) = (34.77)/(103.01) = 0.34` (or 34%)
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On the basic of data in Example of 5 of Section 9.5 of Chapter 9 , calculate the coefficient of Quartile Deviation .

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On the basic of data in Example 4 in section 10.5.5 of chapter 10 , calculate coefficient of Mean Deviation .

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SK AGGARWALA-MEASURES AND DISPERSION-Solved Example
  1. Find out average deviation from the following items 8 , 9 , 12 , 15 ...

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  2. Find average deviation from the following :

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  3. Find average deviation from the following :

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  4. Calculate standard deviation from the data on marks obtained by 10 stu...

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  5. Calculate standard deviation from the following items . 8 , 9 , 12 ,...

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  6. Find standard deviation from the following :

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  7. Calculated standard deviation by shortcut method .

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  8. Solve example 3 by the assumed mean method .

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  9. Find the coefficient of variation from data in Example 1 in section 10...

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  10. Find coefficient of variation from data in example 2 in section 10.7.

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  11. Calculate coefficient of variation from data in example 3 in section 1...

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  12. On the basis of data in Example of section 9.5 of Chapter 9 m calculat...

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  13. On the basis of data in Example 2 of section 9.5 of Chapter 9 , calcul...

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  14. On the basic of data in Example of Section 9.5 of Chapter 9 ,calculate...

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  15. On the basic of data in Example 4 of section 9.5 of Chapter 9 , calcul...

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  16. On the basic of data in Example of 5 of Section 9.5 of Chapter 9 , cal...

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  17. On the basis of data in Example 1 of section 10.5.5 in Chapter 10 , ca...

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  18. On the basic of data in Example 2 in section 10.5.5 of chapter 10 , ca...

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  19. On the basic of data in Example 3 in section 10.5.5 of chapter 10 , ca...

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  20. On the basic of data in Example 4 in section 10.5.5 of chapter 10 , ca...

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