Chapter 10 Binomial And Hypergeometric Distributions Statistics 11th Class Punjab MCQ Tests
11th Class Statistics Chapter 10 MCQ Tests
Chapter 10 of 11th Class Statistics has 10 questions. If you take an online MCQ test, the system will randomly choose the questions. If you want to take the quiz by chapter then click the start test button.
Total Questions: 10
Total Marks: 10
Time: 10 Mins
Total Questions: 10
Total Marks: 10
Time: 10 Mins
10Min : 00 Sec Remaining
Question # 1
A small voting district has 101 female voters and 95 male voters. A random sample of 10 voters is drawn. What is the probability exactly 7 of the voters will be female?
Question # 2
A medical store owner has placed 4 expired pills in a bottle containing seven unexpired pills. A drug inspector selects 2 pills at random, what is the probability that owner will be caught for keeping expired pills?
Question # 3
In a small city, there are 2 Chinese and 4 formal restaurants. A food authority sealed 1 restaurant due to unhygienic environment after checking 3 restaurants. What is the probability that sealed restaurant is not Chinese?
Question # 4
Consider the Bernoulli distribution with $4p = 0.8$$. If a sequence of trials are done, what is the expected value of the number of successes that occur?
Question # 5
N = 12 , k = 7 and n = 5 , then what is the probability of failure?
Question # 6
The ratio of boys to girls at birth in Singapore is quite high at 1.09 : 1 . What proportion of Singapore families with exactly 6 children will have at least 3 boys? (Ignore the probability of multiple births).
Question # 7
If on the average, the chances of the price of a stock share will go up is 45%. What is the probability that it will go up in only 1st month of a quarter year?
Question # 8
The range of binomial distribution is:
Question # 9
A consignment of 20 microprocessors has arrived. 4 out of the 20 in the consignment are actually defective. To check the consignment the buyer randomly checks 3 microprocessors. Find the probability that the buyer find two or more defective processors in the check he conducts.
Question # 10
In a binomial distribution, if $4p = q$$, then P( X = x ) is given by:
Total Questions
12345678910
Question # 1
A small voting district has 101 female voters and 95 male voters. A random sample of 10 voters is drawn. What is the probability exactly 7 of the voters will be female?
Question # 2
A medical store owner has placed 4 expired pills in a bottle containing seven unexpired pills. A drug inspector selects 2 pills at random, what is the probability that owner will be caught for keeping expired pills?
Question # 3
In a small city, there are 2 Chinese and 4 formal restaurants. A food authority sealed 1 restaurant due to unhygienic environment after checking 3 restaurants. What is the probability that sealed restaurant is not Chinese?
Question # 4
Consider the Bernoulli distribution with $4p = 0.8$$. If a sequence of trials are done, what is the expected value of the number of successes that occur?
Question # 5
N = 12 , k = 7 and n = 5 , then what is the probability of failure?
Question # 6
The ratio of boys to girls at birth in Singapore is quite high at 1.09 : 1 . What proportion of Singapore families with exactly 6 children will have at least 3 boys? (Ignore the probability of multiple births).
Question # 7
If on the average, the chances of the price of a stock share will go up is 45%. What is the probability that it will go up in only 1st month of a quarter year?
Question # 8
The range of binomial distribution is:
Question # 9
A consignment of 20 microprocessors has arrived. 4 out of the 20 in the consignment are actually defective. To check the consignment the buyer randomly checks 3 microprocessors. Find the probability that the buyer find two or more defective processors in the check he conducts.
Question # 10
In a binomial distribution, if $4p = q$$, then P( X = x ) is given by:
Total Questions
12345678910
Statistics MCQ Test by Topics
Statistics
- Representation and Exploration of Data
- Measure of Central Tendency or Averages
- Measures of Dispersion
- Index Numbers
- Regression and Correlation Analysis
- Analysis of Time Series
- Set Theory
- Introduction to Probability
- Random Variables and Distributions
- Binomial and Hypergeometric Distributions
- The Normal Distribution
- Sampling and Sampling Distributions
- Statistical Inference:Estimation
- Statistical Inference:Hypothesis Testing
- Association of Attributes
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Updated on: 22-05-2026
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