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RETURN THE QUESTION PAPER ALONG WITH THE ANSWER SCRIPT AFTER THE
                             EXAM.

        ID                                NAME                                MARKS




         IUBAT–INTERNATIONAL UNIVERSITY OF BUSINESS AGRICULTURE AND TECHNOLOGY
               Final examination                                    STA 240

               Full marks: 100                                     Time: 3 hours


   1.        Which measure of central tendency is the best? Why?                       (3)

   2.        Find the mean and mode for the series 1, 2, 3 ……… 700.                   (5)

   3.    Two dice are rolled; find the probability that the sum is equal to 7.        (10)

   4.    Find the two numbers whose AM=10 and GM=8.                                (10)

   5.        Which measure of dispersion is the best? Why?                             (3)

   6.        Find the MD and SD of the numbers 1, 2,3,4,5.                             (10)

                                 You may use the following formulas

                                                              n
                                                                   Xi   X
                SD                               MD          i 1
                                                                    n

   7.        In what situations, HM and GM are not applicable?                         (3)

   8.        Find the two numbers whose AM=7 and SD=1.                                 (10)

   9.        Write down the applications of Poisson distribution.                      (3)

   10.       Explain the concept of systematic sampling with an example.               (3)

   11.       f(x)=x5 ; 0<x<1                                                           (10)

              a) Find E(X).
              b) Find V(X).
12.    Why we study coefficient of variation (CV)?             (3)

13.    Write down the properties of Normal distribution.        (3)

14.    Let X=fertilizer, Y=production of rice.                 (10)

        X: 1    2    3
        Y: 4    5    6

      a) Find the correlation coefficient, r.
      b) Fit a regression line between X and Y.

                         You may use the following formulas




15.    Let code the following values as                        (10)

       Dhaka (1), Khulna (2), Chittagong (3), others (4):

        124213421312134313432324134231432312324

       a) Construct a frequency table for the given data.
       b) Construct relative frequency column in that table.
       c) Construct percentage column in that table.


16.    Define the following terms:                               (4)

       a) Null hypothesis

       b) Critical region

       c) Type I error

       d) Two sided test.
RETURN THE QUESTION PAPER ALONG WITH THE ANSWER SCRIPT AFTER THE
                             EXAM.

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Id

  • 1. RETURN THE QUESTION PAPER ALONG WITH THE ANSWER SCRIPT AFTER THE EXAM. ID NAME MARKS IUBAT–INTERNATIONAL UNIVERSITY OF BUSINESS AGRICULTURE AND TECHNOLOGY Final examination STA 240 Full marks: 100 Time: 3 hours 1. Which measure of central tendency is the best? Why? (3) 2. Find the mean and mode for the series 1, 2, 3 ……… 700. (5) 3. Two dice are rolled; find the probability that the sum is equal to 7. (10) 4. Find the two numbers whose AM=10 and GM=8. (10) 5. Which measure of dispersion is the best? Why? (3) 6. Find the MD and SD of the numbers 1, 2,3,4,5. (10) You may use the following formulas n Xi X SD MD i 1 n 7. In what situations, HM and GM are not applicable? (3) 8. Find the two numbers whose AM=7 and SD=1. (10) 9. Write down the applications of Poisson distribution. (3) 10. Explain the concept of systematic sampling with an example. (3) 11. f(x)=x5 ; 0<x<1 (10) a) Find E(X). b) Find V(X).
  • 2. 12. Why we study coefficient of variation (CV)? (3) 13. Write down the properties of Normal distribution. (3) 14. Let X=fertilizer, Y=production of rice. (10) X: 1 2 3 Y: 4 5 6 a) Find the correlation coefficient, r. b) Fit a regression line between X and Y. You may use the following formulas 15. Let code the following values as (10) Dhaka (1), Khulna (2), Chittagong (3), others (4): 124213421312134313432324134231432312324 a) Construct a frequency table for the given data. b) Construct relative frequency column in that table. c) Construct percentage column in that table. 16. Define the following terms: (4) a) Null hypothesis b) Critical region c) Type I error d) Two sided test.
  • 3. RETURN THE QUESTION PAPER ALONG WITH THE ANSWER SCRIPT AFTER THE EXAM.