STA215 Statistics II

Statistics II Model question question paper

12 questionsSit this paper (timed)

Tribhuvan University

Bachelor of Science in Computer Science and Information Technology

Semester 3 · Model question

Course Title: Statistics II (STA215)

Full Marks: 60Pass Marks: 24Time: 3 hours

Candidates are required to give their answers in their own words as far as practicable. The figures in the margin indicate full marks.

Group A

(2 × 10 = 20)

  1. 1.

    The table below represents the yield of 4 x 4 experiment. Carry out the ANOVA

    A18
    B23
    A15
    C12
    B16
    C12
    D17
    D19
    C23
    A18
    B18
    A23
    D19
    D19
    C20
    B18

    10
  2. 2.

    The following table give information about the blood pressure level of different age at different weight

    Blood Pressure
    147
    125
    160
    118
    149
    128
    Age
    56
    42
    72
    36
    63
    47
    Wt
    65
    90
    60
    85
    75
    80

    What will be the blood pressure of a person at age 55 and having weight 85 kg. Also compute the standard error.

    10
  3. 3.

    The following are the final examination marks of three group of students who were taught computer by three different methods.

    Method I
    94
    88
    91
    74
    87
    97
    Method II
    85
    82
    79
    84
    61
    72
    80
    Method III
    89
    67
    72
    76
    69

    Are all three methods equally effective? Use H tests at 5% level of significance.

    10

Group B

(8 × 5 = 40)

  1. 4.

    A sample size 100 produces the sample mean 16. Assuming population standard deviation 3, compute 99% confidence level for population.

    5
  2. 5.

    There are two software developer in incubation officer. First developer face 21 box while applying 500 logics. similarly another developers faces 3 box in 100 logics. Are two developer differ significantly in their performance?

    5
  3. 6.

    In 20 toss of a coin the following sequence of head(H) and tail(H) is obtained HHTTTHTHHHTTHHTTHHTT, Test at 5% level of significance whether the sequence is random.

    5
  4. 7.

    If r_12 = 0.8, r_13 = 0.77 and r_23 = 0.69 then find R_2.13 and r_23.1

    5
  5. 8.

    What is measurement of scale? Describe the various type of scale.

    5
  6. 9.

    Define the stochastic process and classify.

    5
  7. 10.

    Complete the following table for the analysis of variance of design.

    S.V.
    d.f
    S.S
    MSS
    F
    Blocks
    3
    45.5
    ?
    ?
    Treatments
    4
    ?
    ?
    ?
    Error
    ?
    ?
    3.6
    ?
    Total
    ?
    120.89

    5
  8. 11.

    The following table gives the results of flower color and type of leaf.

    Flower Color
    Flat
    Curled
    Pink
    2
    30
    Red
    9
    12

    Examine the vaccine has a effect in controlling the disease

    5
  9. 12.

    Telephone calls arrives at telephone booth following Poisson distribution at an average of 5 minutes between one and next. The length of phone call is assumed to be experientially distributed with an average of 4 minute

    1. What is the probability that a person arriving at the booth will have to wait?
    2. What is the average length of queue that forms time to time?
    5

— The End —