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Unit 3  Statistical Techniques, Math 4 Btech AKTU

Statistical Techniques is Unit 3 of Math 4 Btech AKTU. This lesson focuses on statistical approaches and techniques utilized in engineering and science. Probability distributions, hypothesis testing, regression analysis, and experimental design are all discussed. Students will also learn how to evaluate data and develop conclusions using statistical tools.

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Important Questions For Math 4 (Mathematics 4):
*Unit-01     *Unit-02    
*Unit-03    *Unit-04 
*Unit-05    *Short-Q/Ans
*Question-Paper with solution 21-22 

Q1. The following table represents the height of a batch of 100 students. Calculate skewness and kurtosis:

Height (in cm)596163656769717375
No of Students026204020822

Ans.

The following table represents the height of a batch of 100 students. Calculate skewness and kurtosis
The following table represents the height of a batch of 100 students. Calculate skewness and kurtosis

Q2. Fit a second degree parabola to the following data 

x1.01.52.02.53.03.54.0
y1.11.31.62.02.73.441

Ans. We shift the origin to (2.5, 0) and take 0.5 as the new unit. This changes the variable x to X, by the relation X = 2x – 5. 

Fit a second degree parabola to the following data
Fit a second degree parabola to the following data

Q3. Calculate the coefficient of correlation between the following ages of husband (r) and wife (y) by taking 30 and 28 as assumed mean in case of * and y respectively: 

x2427282829303233353540
Y1820222522282830273032

Ans.

Calculate the coefficient of correlation between the following ages of husband (r) and wife (y) by taking 30 and 28 as assumed mean in case of * and y respectively

Q4. Find the coefficient of correlation (r) and obtain the equation to the lines of regression for the following data :

x621048
y911587

Ans.

Find the coefficient of correlation (r) and obtain the equation to the lines of regression for the following data
Find the coefficient of correlation (r) and obtain the equation to the lines of regression for the following data
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Math 4 Btech Quantum PDF, Syllabus, Important Questions

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Question paper – 2021-222021-22

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