Class 9 Mathematics Chapter 1 The Mathematics of Maybe: Introduction to Probability MCQ Practice

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Chapter 1The Mathematics of Maybe: Introduction to Probability
130 MCQsFocused chapter practice
DescriptionQuick chapter overview
SyllabusTopics covered clearly

Prepare The Mathematics of Maybe: Introduction to Probability in Class 9 Mathematics using targeted MCQ practice. Develop calculation skills, logical reasoning and step-by-step problem solving, identify learning gaps and improve exam accuracy.

This chapter introduces probability as a way of reasoning about chance. Students learn about outcomes, events, likelihood, simple experiments, and the difference between certain, impossible, and possible events while building intuitive understanding of uncertainty.

Sample Chapter MCQs

Showing 10 sample questions from this chapter.

01 Mathematics
The probability of getting an odd number on a fair die is:
A 1/6
B 2/3
C 1/2
D 1/3
02 Mathematics
The probability of getting tails on one fair coin toss is:
A 0
B 1
C 1/3
D 1/2
03 Mathematics
Theoretical probability is used when outcomes are equally likely.
A True
B False
04 Mathematics
The sum of probabilities of getting heads and tails in one fair coin toss is:
A 1/2
B 2
C 1
D 0
05 Mathematics
The theoretical probability of drawing one card from 4 red and 4 blue cards and getting red is:
A 1/4
B 2/3
C 1
D 1/2
06 Mathematics
The theoretical probability of rolling a multiple of 3 on a die is:
A 1/2
B 1/3
C 2/3
D 1/6
07 Mathematics
An event with probability exactly 0.5 is:
A certain
B equally likely
C impossible
D more likely
08 Mathematics
Probability written as 0.6 is the same as:
A 6%
B 0.6%
C 60%
D 600%
09 Mathematics
In 80 trials, success occurred 20 times. Experimental probability is:
A 60/80
B 20/80
C 80/20
D 1/4 + 1
10 Mathematics
The probability of getting a divisor of 6 on a fair die is:
A 1/2
B 2/3
C 1/3
D 1

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