Theoretical Distributions Binomial [CA (Chartered Accountant) Foundation Quantitative Aptitude]: Questions 21 - 25 of 35

Choose Programs:

📹 Video Course 2024 (38 Lectures [17 hrs : 23 mins]): Offline Support

Rs. 100.00 -OR-

1 Month Validity (Multiple Devices)

Preview All LecturesDetails

🎓 Study Material (96 Notes): 2024-2025 Syllabus

Rs. 200.00 -OR-

3 Year Validity (Multiple Devices)

Topic-wise Notes & SampleDetails

🎯 798 MCQs (& PYQs) with Full Explanations (2024-2025 Exam)

Rs. 400.00 -OR-

3 Year Validity (Multiple Devices)

CoverageDetailsSample Explanation

Help me Choose & Register (Watch Video) Already Subscribed?

Question 21

Question MCQ▾

The results of ODI matches between India and Pakistan follows

Choices

Choice (4)Response

a.

Binomial distribution.

b.

Normal distribution

c.

Poisson distribution.

d.

None of the above

Edit

Question 22

Question MCQ▾

If X and Y are two independent normal random variables, then the distribution of (X + Y) is

Choices

Choice (4)Response

a.

T test

b.

chi-square

c.

normal

d.

Standard normal.

Edit

Question 23

Question MCQ▾

The method usually applied for fitting a binomial distribution is known as

Choices

Choice (4)Response

a.

Method of moments

b.

Method of probability distribution

c.

Method of deviations

d.

Method of least square

Edit

Question 24

Question MCQ▾

An important continuous probability distribution

Choices

Choice (4)Response

a.

Normal distribution.

b.

Binomial distribution

c.

Geometric distribution

d.

Poisson distribution.

Edit

Question 25

Question MCQ▾

Which one is not a condition of Poisson model?

Choices

Choice (4)Response

a.

The probability of having success in a small time interval (t, t + dt) is kt for a positive Constant k.

b.

The probability of having success more than one in a small time interval is very small.

c.

The probability of having success in a small interval is independent of time and also of earlier success.

d.

The probability of having success in a small time interval is constant.

Edit