Mathematical and Statistical Techniques F.Y.B.com MCQ pdf

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Mathematical and Statistical Techniques-II

Mathematical and Statistical Techniques F.Y.B.com MCQ pdf
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1.    ₹1000 is invested at 8% p.a. compound interest, what is accumulated value after 2 years

a.    1166

b.    1081

c.    1166.40

d.    1081.6

ANS: 1166.40

 

2.    Abhishek took a loan of ₹ 50,000 with 10% interest per month, to be repayment in 3 months, what will be his EMI. (Given that 0.90913=0.75133)

a.    189523.8151

b.    1243

c.    1243.313297

d.    124335

ANS: 124335

 

3.    An index number constructed to measure the relative change in the price of an item or a group of items is called

a.    Quantity index number

b.    volume index number

c.    composite index number

d.    price index number

ANS: price index number

 

4.    Consumer's price index numbers are obtained by

a.    Paasche's formula

b.    Family Budget method formula

c.    Marshal-Edgeworth formula

d.    Fisher's ideal formula

ANS: Family Budget method formula

 

5.    For 8 observations if Σxy = 1155, Σx=56 and Σy = 134 then what is the value of Cov(x,y)

a.    217

b.    568

c.    -217

d.    -7359.625

ANS: 217

 

6.    For Poisson distribution with mean =0.5, P(X=1)

a.    1.5

b.    5

c.    3

d.    0.3

ANS: 0.3

 

7.    for the given function f(x)=x2-1 what is the functional value f(0) and f(2)

a.    f(0)=1 and f(2)=4

b.    f(0)=0 and f(2)= 3

c.    f(0)= -1 and f(2)= 3

d.    f(0)= 0 and f(2)= 4

ANS: f(0)= -1 and f(2)= 3

 

8.    for which of the following distribution: mean=mode=median

a.    Binomial Distribution

b.    Bernouli Distribution

c.    Normal Distribution

d.    Poisson Distribution

ANS: Normal Distribution

 

9.    Given that cost of living index number for 2010 with 2008 as base is 150. if the income of a person is 15000in 2010 then what is his real income in this period

a.    100

b.    1000

c.    10000

d.    1

ANS: 10000

 

10. If Average cost function (ACF) is given by 2x2+3x then what is the Marginal cost function (MCF)

a.    2

b.    4x+3

c.    4

d.    2x+3

ANS: 4x+3

 

11. If byx= 0.5 , bxy= 0.75 then what is value of r

a.    0.6123

b.    -0.375

c.    0.375

d.    -0.6123

ANS: 0.6123

 

12. If coefficient of correlation r is lies between 0 to 1 then it is

a.    perfectly positively corelated

b.    negatively corelated

c.    positively corelated

d.    perfectly negatively corelated

ANS: positively corelated

 

13. If Covariance between x and y = 217, S.D.x=13.26 and S.D.y = 17.47then what is the value of Coefficient of correlation

a.    285.8967

b.    -285.8967

c.    -0.9367

d.    0.9367

ANS: 0.9367

 

14. If Laspeyer's price index number = 154 and paasche's price index number = 154.54 then what is Dorbish Bowelyprice index number

a.    154.27

b.    160

c.    154.29

d.    154

ANS: 154.27

 

15. If the value of any regression coefficient is zero then two variables are

a.    dependent

b.    correlation

c.    qualitative

d.    independent

ANS: independent

 

16. If total cost function is C= 100 + 10 x2 and total revenue is R = 600 + 6x then what is the profit

a.    100

b.    4

c.    25

d.    125

ANS: 125

 

17. In Bernoulli trials if experiment consisting n trial then n is

a.    dependent

b.    different

c.    independent

d.    same

ANS: independent

 

18. In how many years ₹9000 will amount to ₹ 9540 at 2% p.a. simple interest.

a.    2

b.    1

c.    4

d.    3

ANS: 3

 

19. In the regression equation y = 3x-5 what is slope and intercept value

a.    slope= -3 and intercept= - 5

b.    slope= 3 and intercept= -5

c.    slope= 3 and intercept= 5

d.    slope= -3 and intercept= 5

ANS: slope= 3 and intercept= -5

 

20. Let X be a random variable follows binomial distribution with parameter n=3 and p=0.5 then what is mean and variance of X.

a.    mean=1.5 and Variance= 0.75

b.    mean=1.5 and Variance= 0.78

c.    mean=15 and Variance= 0.77

d.    mean=15 and Variance= 76

ANS: mean=1.5 and Variance= 0.75

 

21. Let X be a random variable follows binomial distribution with parameter n, p then probability of X=x is given by

a.    nCx Px qn-x

b.    zn-p

c.    nCx Px

d.    P(X=x) = e-ppx/x!

ANS: nCx Px qn-x

 

22. Let z be standard normal variate, then what is the area to the right of z=1.8 if area between z=0 to z=1.8 is 0.284

a.    -0.1

b.    0.216

c.    0.5

d.    1

ANS: 0.216

 

23. Mr.Joshi deposited 200000 at the end of every year for 5 years in a bank. The bank charges the rate as 8% p.a., compounded quarterly what is the effective rate of interest

a.    0.0824

b.    0.9224

c.    2.0824

d.    1.0824

ANS: 0.0824

 

24. Number of death due to cancer in a day that average number of deaths is 5, which distribution is applicable for this

a.    Binomial Distribution

b.    Bernouli Distribution

c.    Normal Distribution

d.    Poisson Distribution

ANS: Poisson Distribution

 

25. P(X=0) = e-mmx/x! where e-9=0.000123 what is value P(X=0) where mean of X is -9

a.    0

b.    0.5

c.    0.000123

d.    0.1

ANS: 0.000123 


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