Probability – Class X ICSE Maths MCQs

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Probability

It is the concept that numerically measures the degree of occurrence of an event.

Experiment:

An action that results in some well-defined outcomes is called an experiment.

Event:

Each outcome of an experiment is called an event.

Sample Space: 

In a random experiment, the set of all possible outcomes is called a sample space.

Favourable outcomes :

The outcomes which ensure the occurrence of an event are called favourable outcomes to that event.

Definition of probability:

Probability of an event E, written as P(E), is defined as

P(E)= \frac{number\: of \: outcomes \: favourable\: to \: E}{total\: no\: of\: possible\: outcomes}

Click Here to open MCQs of Probability

ICSE – Class 10  -Mathematics   –     Sem 2  –    2022 – Sample Paper

                              Sample Paper 1                Solutions of Sample Paper 1

 

                 MCQ               Class 10            Mathematics

Banking (Set 1)
Banking (Set 2)
GST
Linear Inequations (Set 1)
Linear Inequations (Set 2)
Quadratic Equations
Ratio and Proportion
Matrices
Arithmetic Progression (A.P.)
Similarity (Set 1)
Similarity (Set 2)
 Reflection
Section Formula
 Straight Lines
 Probability
Circle (Set 1)
Circle (Set 2)
Mock Question Paper for Semester 1 (2021) ICSE Class X Mathematics
ICSE Class X – Specimen Question Paper released by CISCE for Semester 1 (2021) – Mathematics

          Formula             Mathematics

Formula and Theorems for Class X

        MCQ         Class 10      Physics

Sound

ISC / ICSE  Board Paper

ISC  – Class 12 – 2020 – Mathematics Question Paper
ISC –  Class 12 – 2019 –  Mathematics Question Paper
ICSE – Class 10 – 2020- Mathematics Question Paper 
ICSE – Class 10 – 2019 – Mathematics Question Paper
ICSE – Class 10 – 2018 – Mathematics Question Paper
ICSE – Class 10 – 2019 – Physics Question Paper
ICSE – Class 10 – 2018 – Physics Question Paper 
ICSE – Class 10 -2020- Mathematics Question PaperSolutions

Contents – Tapati’s Classes

 

ICSE – Class 10  -Mathematics   –     Sem 2  –    2022 – Sample Paper

                              Sample Paper 1                Solutions of Sample Paper 1

 

Formula and Theorems for Class X

 

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