निम्नलिखित संख्याओं के मानक विचलन की गणना कीजिए: 5, 6, 4 और 2

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SSC CGL Tier-II ( JSO ) 2017 Official Paper ( Held On : 22 Feb 2018 )
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  1. 1.7
  2. 2.7
  3. 1.2
  4. 2.2

Answer (Detailed Solution Below)

Option 1 : 1.7
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PYST 1: SSC CGL - General Awareness (Held On : 20 April 2022 Shift 2)
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Detailed Solution

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दिया गया है​:

संख्या = 5, 6, 4, और 2,

प्रयुक्त सूत्र:

σ = √[x – x̅)2/n]

x̅ = (x1 + x2 + x3 + x4)/4

σ = मानक विचलन

x̅ = माध्य

गणना:

माध्य = x̅ = (5 + 6 + 4 + 2)/4 = 4.25

x

x – x̅
(x – 4.25)

(X – x̅)2

5

0.75

.5625

6

1.75

3.0625

4

-0.25

.0625

2

-2.25

5.0625

Total

 

8.75

⇒ σ = √(8.75)/4

⇒ √)2.1875)

∴ इन मानों का मानक विचलन 1.479 है।

 

मानक विचलन = यह वस्तुओं के माध्य मान से विचलन के वर्ग के अंकगणितीय माध्य का वर्गमूल है

σ = √[x – x̅)2/n]

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