Total Marks 5
Starting Date Friday, June 12, 2020
Closing Date Thursday, June 18, 2020
Status Open
Question Title GDB no.1
Question Description
A researcher has conducted a research on disliking of a product. Suppose a sample of size 250 revealed that 180 respondents disliked the product. Construct a 98% confidence interval for population proportion.
Course Title Non Parametric ststistics
Course Code STA644
Activity Assignment # 2
Submission Deadline Date: Sunday, Feb 02, 2020
Time: 23:59 Hours (Midnight)
Instructions to attempt assignment:
• You can use/make a single table for all necessary computations.
• Use calculator for calculations.
• Write the complete formulas and all steps, wherever necessary.
• For writing symbols, use MathType software. If you already did not download it, get it from here.
• Make your own attempt, any copy/past; cheating from other student/website may result in ZERO marks and/or assignment cancelation.
Question # 1:
The following data represent the operating times in hour for three types of scientific pocket calculators before a recharge is required:
Calculator
Operating times ( in hours )
A
4.9, 6.1, 4.3, 4.6, 5.3
B
5.5, 5.4, 6.2, 5.8, 5.5, 5.2, 4.8
C
6.4, 6.8, 5.6, 6.5, 6.3, 6.6
Use the Kruskal-Wallis test, at 0.01 level of significance, to test the Hypothesis that the operating times for all calculators are equal.
Question # 2 :
The following table provides data about the percentage of students who have free university meals and their CGPA scores. Calculate the Spearman’s Rank Correlation between the two and interpret the result.
State University
% of Students having free meals
% of Students scoring above 3.5 CGPA
Pune
14.4
54
Chennai
7.2
64
Delhi
27.5
44
Kanpur
33.8
32
Ahmedabad
38
37
Indore
15.9
68
Guwahati
4.9
62
Course Title Non Parametric Statistics
Course Code STA644
Activity Assignment # 1
Submission Deadline Date: Wednesday, Nov 27, 2019
Time: 23:59 Hours (Midnight)
Instructions to attempt assignment:
• You can use/make a single table for all necessary computations.
• Use calculator for calculations.
• Write the complete formulas and all steps, wherever necessary.
• For writing symbols, use Math Type software. If you already did not download it, get it from here.
• Make your own attempt, any copy/past; cheating from other student/website may result in ZERO marks and/or assignment cancelation.
STA644(Non Parametric Statistics)
Assignment # 1
Researchers have conducted a survey of 1600 coffee drinkers asking how much coffee they drink in order to confirm previous studies. Previous studies have indicated that 72% of Americans drink coffee. The results of previous studies (Table #1) and the survey (Table #2) are below.
At α = 0.05, is there enough evidence to conclude that the distributions are the same?
Table # 1
Response
% of Coffee Drinkers (E)
2 cups per week
15%
1 cup per week
13%
1 cup per day
27%
2+ cups per day
45%
Table # 2
Response
Frequency (O)
2 cups per week
206
1 cup per week
193
1 cup per day
462
2+ cups per day
732
Hint: For E column in Table#1: E = 0.15 × 1600 = 240
–The End –
Total Marks 10
Starting Date Wednesday, July 31, 2019
Closing Date Tuesday, August 06, 2019
Status Open
Question Title Non-Parametric Test
Question Description
Dear Students,
Question
Part a):
Enlist the tests which are used to check the normality of data.
Part b):
Why we use Spearman’s rank correlation test also write down its assumptions?
Note:
Don’t Paste the answer in MDB. This GDB is graded and marks will be awarded on its performance.
Also it is strictly informed that the answer will not be received through emails.
Note: Answer should be relevant. Irrelevant and unnecessary lengthy materials will not be considered.
STA644 GDB 1 Solution and discussion
STA644 - Non-Parametric Statistics
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Total Marks 5
Starting Date Friday, June 12, 2020
Closing Date Thursday, June 18, 2020
Status Open
Question Title GDB no.1
Question DescriptionA researcher has conducted a research on disliking of a product. Suppose a sample of size 250 revealed that 180 respondents disliked the product. Construct a 98% confidence interval for population proportion.
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