Inter (Part-II) Bahawalpur Board 2014
Statistics
Part II (Objective Type)
Time Allowed: 20 Minutes
Max. Marks: 17
Note: You have four choices for each objective type question as A, B, C and D. The choice which you think is correct; fill that circle in front of that question number. Use marker or pen to fill the circles. Cutting or filling two or more circles will result in zero mark in that question.
Question #1
Circle the correct option i.e. A/B/C/D. Each part carries one mark.
(A). Equal to One
(B). Less than One
(C). More than One
(D). Between Zero and One
(A). 4/5
(B). 4/5
(C). 2/3
(D). 2/3
(A) 0 to n
(B) 0 to ∞
(C) 0 to K
(D) -∞ to +∞
(A) Standard Errors
(B) Sampling Errors
(C) Sampling Frame
(D) Sampling Design
(A) Probability Sampling
(B) Systematic Sampling
(C) Simple Random Sampling
(D) Cluster Samplig
(A) pq / n
(B) p + q / n
(C)
(D)
(A) Biased
(B) Unbiased
(C) Positively Biased
(D) Negatively Biased
(A) n
(B) (n-1)
(C) n-2
(D) n/2
(A) ά
(B) ß
(C) 1- ά
(D) 1 – ß
(A) Regression
(B) Correlation
(C) Residual
(D) Slope
(A) Qualitative
(B) Correlated
(C) Dependent
(D) Independent
(A) 0
(B) 0.75
(C) -0.75
(D) 1
(A) Correlated
(B) Quantitative
(C) Independent
(D) Dependent
(A) -1 and +1
(B) 0 and 1
(C) -1 and 0
(D) 0 and 0.5
(A) Noise
(B) Signal
(C) linear
(D) Non-linear
(A) Maximum
(B) Minimum
(C) Positive
(D) Negative
(A) Printer
(B) Scanner
(C) Key Board
(D) Mouse
Inter (Part-II) Bahawalpur Board 2014
Statistics
Part II(Subjective)
Time Allowed: 2.10 Hours
Max. Marks: 83
Section I
Q.2. Attempt any eight parts.
Q.3. Attempt any eight parts.
Q.4. Attempt any six parts.
Section-II
Question #5
(a) If x ~ N (0,1), find Maximum Ordinate in Numerical From upto two decimal places.
(b) Find Ordinates of Standard Normal Curve at Z = -1.2 and Z = 2.1 which of these two ordinates is higher or greater why?
Question #6
(a) Draw all possible sample of size 2 without replacement from a population consisting of 3,6,9,12,15. Form the Sampling Distribution of sample Means and verify that µẍ = µ
(b) If sample of n = 200 observations are to be chosen from a large population N = 2500 in Distribution of proportions when Sampling is done
(i) With Replacement
(ii) Without Replacement
Question #7
(a) Find a 95% Confidence Interval for Mean of Population if a sample of 25 values gave a Mean of 83 have ỽ = 7
(b) Given n1 = 9, n2 = 16, ẍ1 = 60, ẍ2 = 50, Σ(x - ẍ1)2 = 960 and Σ(x2 - ẍ2)2 = 1020. Find Sp
Question #8 (a) Given
x |
1 |
2 |
3 |
4 |
5 |
y |
8 |
9 |
13 |
18 |
27 |
Fit the line y = a + bx by Least Squares Method.
(b) Find Correlation Coefficient for the data in Q.No.8(a).
Question #9
(a) The ranks of the same 4 students in two subject A and B werw as follows: (4,3), (2,4), (1,2), (3,1). Two number within brackets denoted the ranks of the students in A and B respectively. Calculate and interpret the Spearman’s Rank Correlation Coefficient.
(b) If the Linear Trend in the data for the years 1998 to 2003 (both inclusive) with origin at the middle of 2000 and 2001 and unit of measurement for x begin one year is y = 40.5 + 5.0x. Determine the trend line by shifting the origin to the year 1998 and hence determine the Trend Values.
Attempt any three Parts Section-III ( Practical Part )
Question #10
(a) A population consists of values 4, 6, 8, 10. Make all possible samples of size 2 with replacement. Find Sampling Distribution of Sample Means. Find its Mean.
(b) Given the following values.
x |
17 |
26 |
25 |
27 |
28 |
26 |
23 |
17 |
25 |
y |
16 |
16 |
22 |
16 |
21 |
18 |
15 |
20 |
|
Calculate the value of
(c) Find the Reg. Eq. of Y on X from the following data
x |
1 |
2 |
3 |
4 |
5 |
y |
5 |
8 |
14 |
13 |
18 |
(d) Test the Association between Attributes A and B using ά = 0.01
|
A1 |
A2 |
A3 |
B1 |
906 |
20 |
140 |
B2 |
20 |
76 |
9 |
B3 |
140 |
9 |
370 |
(e) Calculate 5-Days Moving Averages from the following Time Series.
Week |
Sun |
Mon |
Tue |
Wed |
Thu |
Fri |
Sat |
1 |
124 |
155 |
129 |
148 |
159 |
161 |
169 |
2 |
119 |
182 |
136 |
155 |
149 |
155 |
162 |