mathematics

This subject covers units such as trigonometry, geometry, algebra and, statistics and probability

Algebra covers chapters such as Quadratic Equations, Arithmetic Progression, Linear Equations in Two Variables and, Financial Planning

Algebra

Statistics and Probability covers chapters such as Probability and Statistics

Statistics and Probability

Geometry covers chapters such as Circle, Pythagoras Theorem, Mensuration, Co-ordinate Geometry, Similarity and, Geometric Construction

Geometry

Trigonometry contains chapter Trigonometry

Trigonometry

Mathematics Crash Course (Based on Revised Syllabus-2023)

EMBIBE CHAPTER WISE PREVIOUS YEAR PAPERS FOR MATHEMATICS

Geometry Standard X

Algebra Standard X

MATHEMATICS Textbook for Class X

The Intersection of a Line and a Circle

Formation of Quadratic Equation

Calculating GST, VAT and Sales Taxes

Areas of Similar Triangles

Mean of Grouped Data: Example

Finding N Arithmetic Means Between Two Numbers

Arithmetic Mean

Volume of Frustum of a Cone

Tangent at a Point on Circle: Theorem

Tangent and Chord for Concentric Circles

Tangent as Perpendicular to Radius: Illustration

Tangent as Perpendicular to the Radius

Trigonometric Identities

Nature of the Roots: Illustration

Nature of the Roots: Illustration 1

Solution of Quadratic Equation: (a – b)^2 Type

Solution of Quadratic Equation: (a + b)^2 Type

Perfect Square Method to Solve Quadratic Equation

Factorisation Method: Example

Factorization Method

Factorisation Method

Surface Area and Volume of Right Triangular Prism

Introduction to Polynomials

Basics of Bar Graph

Types of Events

Sample Space

Equation of a Line in Point-slope & Two Point Form

Slope of Lines: Illustrations

The Slope of a Straight Line

Centroid - Meaning

Section Formula

Derivation of Distance Formula 2D

Introduction to Bounded Sequence

Finding Terms of a Sequence

Definition of Sequence

Discriminant and Nature of Roots

Solution of Quadratic Equation

Theorems of Probability

Complementary Events

Random Experiment & Theoretical Probability

Introduction to Probability

Relationship Between Mean, Median and Mode

Median of Grouped Data: Illustration

Short-cut Method to Find Mean of Grouped Data

Direct Method for Finding Mean

Cumulative Frequency Table by Less Than Method

Volume of Combination of Cylinder, Cone and Hemisphere

Volume of Ice Cream Cone

Volume of Combination of a Cylinder and Hemisphere

Surface Area of Hollow Cylinders

Surface Area of Combination of Cone and Hemisphere

Surface Area of Combination of Cylinder and Cone

Surface Area of a Combination of Cylinder & Sphere

Surface Area of Combination of Solids

Volume of Solids

Area of Minor and Major Segments

Problem on Area of Minor Segment

Problem on Area of Path Around a Circular Region

Areas of a Sector and a Segment of a Circle

Concept of Arc, Area and Perimeter of Sector

Construction of Tangents From an Exterior Point

Construction of Similar Triangle in Given Ratio

Division of Line Segment in Given Ratio Externally

Tangent to a Circle

Application of Trigonometry (Height of Tower)

Application of Trigonometry (Height of Windmill)

Illustration on Finding Height by Depression Angle

Illustration Based on Finding Height of Balloon

Illustration on Finding the Width of a River

Illustration Based on Finding Height of Tower

Illustration Based on Finding Angle of Elevation

Illustration Based on Angle and Height of Object

Introduction to Height & Distance

Trigonometric Ratio Sine for the Angle of 30°

Inter Relation Between the Trigonometric Ratio

Midpoint - Definition

Division of a Line Segment

Distance Between Two Points: Some Illustrations

Corollary of Similarity in Right Triangles

Application of Converse of Pythagoras Theorem

Applications Based on Pythagoras Theorem

The Converse of Pythagoras Theorem

Introduction to Pythagoras Theorem

Application of AA Criterion for Similarity

SSS Criterion for Similarity of Triangles

SAS Criterion for Similarity of Triangles

AA Criterion for Similarity of Two Triangles

Illustration Based on Thales Theorem

Sum of First n Terms of an Arithmetic Progression

General Term of an Arithmetic Progression

Arithmetic Progression

Nature of the Roots of the Quadratic Equation

Quadratic Equation

Quadratic Polynomial

Cross Multiplication Method: Illustration

Graphical Method of Solution of Linear Equations

System of Three Linear Equations in Two Variables

Introduction to Experimental Probability

Mode of Data

Median of Ungrouped Data

In this chapter, we will explore the sub-divided and percentage of bar-diagrams. It explains the grouped and ungrouped distribution of data. Mean, median, and mode for ungrouped data are also illustrated here.

Statistics

This chapter deals with the concept of probability. Different topics such as conditional probability, Bayes&#39;&nbsp;theorem, multiplication theorem, etc., are also discussed here.

Probability

This chapter introduces the concept of financial planning. It explains the methods of forming tax structure, simplification based on savings and investments. The computation of income-tax is also illustrated here.

Financial Planning

This chapter illustrates the concept of linear equations in two variables. It explains the method of solving simultaneous equations. Word problems based on the simultaneous equations are also given here.

Linear Equations in Two Variables

In this chapter, you will study quadratic equation and the various ways of finding its roots. Applications of quadratic equations in daily life situations are also discussed.

Quadratic Equations

This chapter showcases examples of patterns that we see in our daily lives to help us understand arithmetic progressions. We will also learn their various terms, general form and infinite arithmetic progressions using solved examples and exercises.

In this chapter, we will learn about mensuration. It is used for calculating areas of rectilinear fields, to calculate volumes of a cylindrical shape, spheres, cubical containers, etc.

Mensuration

This chapter defines the coordinates of a point in a plane and on the axis. It explains to plot the points of given coordinates and the graphs of linear equations. It also covers the properties of the lines parallel to X-axis or Y-axis.

Co-ordinate Geometry

This chapter right-angle triangle and trigonometric ratios. It&nbsp;provides us with a theorem related to trigonometric ratios and an important equation of trigonometry, along with some examples.&nbsp;

This chapter helps us with the construction of tangents to a circle from a point outside the circle. It also explains the construction of a triangle if base angle and median is given, construction of tangent without using the centre, etc.

Geometric Construction

In this chapter, we will learn about the circle and its components. It explores the properties of a chord and congruent chords. It also explains the method to construct the incircle and the circumcircle of a triangle.

Circle

In this chapter, we will prove the Pythagoras theorem using the concept of similarity of triangles. We will also learn new theorems that are used to solve problems.

Pythagoras Theorem

In this chapter, you will study similar shapes and transformations. You will also learn about triangle similarity, solving similar triangles, angle bisector theorem, similar/ congruent triangles, and similar triangles theorem.

Similarity

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