top of page

food joy body peace Group

Public·19 members
Owen Scott
Owen Scott

Download ICSE Selina Concise Maths Book for Class 10: Free PDFs and Solutions



Concise Mathematics Class 10 PDF Download: A Complete Guide




Are you looking for a concise mathematics class 10 pdf download? If yes, then you have come to the right place. In this article, we will tell you everything you need to know about this book, how to download it, what are its benefits, features, and topics covered. By the end of this article, you will be able to download concise mathematics class 10 pdf and start preparing for your exams.




concise mathematics class 10 pdf download


DOWNLOAD: https://www.google.com/url?q=https%3A%2F%2Furlcod.com%2F2ud7cT&sa=D&sntz=1&usg=AOvVaw31wA78cj_Yrtqzj5TsMBo8



Benefits of Concise Mathematics Class 10 PDF Download




Concise mathematics class 10 is a book published by Selina Publishers for the students of ICSE board. It is one of the most popular and trusted books for mathematics in class 10. It covers all the topics and concepts as per the latest syllabus and exam pattern of ICSE board. But why should you download concise mathematics class 10 pdf instead of buying a hard copy? Here are some of the benefits of downloading concise mathematics class 10 pdf:


  • Save time and money: You don't have to waste your time and money on visiting a bookstore or waiting for the delivery of the book. You can simply download concise mathematics class 10 pdf from the official website of Selina Publishers for free and start studying right away.



  • Access anywhere and anytime: You can access concise mathematics class 10 pdf from any device that supports PDF format, such as your laptop, tablet, smartphone, etc. You can also print it out if you prefer a hard copy. You can study from concise mathematics class 10 pdf anytime and anywhere you want, without any hassle.



  • Enhance your learning and performance: Concise mathematics class 10 pdf is designed to help you learn and practice mathematics in an effective way. It provides you with clear explanations, solved examples, exercises, revision notes, tips, diagrams, illustrations, etc. that will help you understand the concepts better and improve your problem-solving skills. You can also use concise mathematics class 10 pdf as a reference book for your doubts and queries.



How to Download Concise Mathematics Class 10 PDF




Downloading concise mathematics class 10 pdf is very easy and simple. You just have to follow these steps:


  • Step 1: Visit the official website of Selina Publishers at https://www.selinaconciseicse.com/.



  • Step 2: Select the class 10 mathematics book from the list of books available on the homepage.



  • Step 3: Click on the download link given below the book image. You will be redirected to a new page where you can see the PDF file of concise mathematics class 10.



  • Step 4: Save the PDF file on your device by clicking on the download icon or by right-clicking and choosing the save as option. You can also rename the file if you want.



Congratulations! You have successfully downloaded concise mathematics class 10 pdf. You can now open it and start studying.


Features of Concise Mathematics Class 10 PDF




Concise mathematics class 10 pdf is not just a book, but a complete guide for your mathematics preparation. It has many features that make it stand out from other books. Here are some of the features of concise mathematics class 10 pdf:


  • Based on the latest ICSE syllabus and exam pattern: Concise mathematics class 10 pdf is updated as per the latest syllabus and exam pattern of ICSE board. It covers all the topics and concepts that are prescribed by the board for class 10 mathematics. It also follows the weightage and marking scheme of the board for each topic and chapter.



  • Covers all the topics and concepts in detail: Concise mathematics class 10 pdf covers all the topics and concepts in detail, leaving no room for confusion or doubt. It explains each topic and concept in a simple and lucid manner, with examples and illustrations wherever necessary. It also provides solved examples and exercises for each topic and concept, to help you practice and apply what you have learned.



  • Provides solved examples and exercises for practice: Concise mathematics class 10 pdf provides you with plenty of solved examples and exercises for each topic and concept. The solved examples are carefully selected to demonstrate the application of various formulas, methods, and techniques. The exercises are designed to test your understanding, knowledge, and skills. They are also graded according to the difficulty level, so that you can progress from easy to hard questions.



  • Includes revision notes and tips for better understanding: Concise mathematics class 10 pdf includes revision notes and tips at the end of each chapter, to help you revise and recall what you have learned. The revision notes summarize the main points and formulas of each chapter, while the tips provide you with some useful hints and tricks to solve problems faster and easier.



  • Contains diagrams and illustrations for visual learning: Concise mathematics class 10 pdf contains diagrams and illustrations wherever required, to help you visualize and understand the concepts better. The diagrams and illustrations are clear, accurate, and labeled properly. They also enhance the appearance and readability of concise mathematics class 10 pdf.



Topics Covered in Concise Mathematics Class 10 PDF




Concise mathematics class 10 pdf covers all the topics that are included in the ICSE syllabus for class 10 mathematics. The topics are divided into seven sections, namely Commercial Mathematics, Algebra, Geometry, Coordinate Geometry, Trigonometry, Mensuration, Statistics and Probability. Here is a brief overview of each section and its topics:


Commercial Mathematics




This section deals with the application of mathematics in various commercial situations, such as GST, banking, shares and dividends, etc. It covers the following topics:


GST




This topic introduces you to the concept of GST (Goods and Services Tax), which is a single indirect tax levied on the supply of goods and services in India. It covers the following subtopics:


- Meaning and objectives of GST - Types of GST: CGST, SGST, IGST - Calculation of GST - Inclusive and exclusive methods - Problems based on GST Banking




It covers the following subtopics:


- Types of bank accounts: savings account, current account, fixed deposit account, recurring deposit account - Interest calculation: simple interest and compound interest - Problems based on banking Shares and Dividends




This topic introduces you to the concept of shares and dividends, which are related to the ownership and profit distribution of a company. It covers the following subtopics:


- Meaning and types of shares: preference shares and equity shares - Face value, market value, dividend, and dividend yield of a share - Problems based on shares and dividends Algebra




This section deals with the manipulation of algebraic expressions and equations, involving variables and constants. It covers the following topics:


Linear Inequations




This topic introduces you to the concept of linear inequations, which are algebraic expressions that involve inequality signs (, , ). It covers the following subtopics:


- Solving linear inequations in one variable - Graphical representation of linear inequations in one variable - Solving linear inequations in two variables - Graphical representation of linear inequations in two variables - Problems based on linear inequations Quadratic Equations in One Variable




This topic introduces you to the concept of quadratic equations in one variable, which are algebraic equations that have a degree of two. It covers the following subtopics:


- Standard form of a quadratic equation: ax^2 + bx + c = 0 - Roots of a quadratic equation: alpha and beta - Relationship between roots and coefficients: sum and product - Nature of roots: real, equal, distinct, imaginary - Methods of solving quadratic equations: factorization, formula, completing the square - Problems based on quadratic equations Ratio and Proportion




This topic introduces you to the concept of ratio and proportion, which are used to compare two or more quantities of the same kind. It covers the following subtopics:


- Meaning and properties of ratio - Types of ratio: duplicate ratio, triplicate ratio, subduplicate ratio, subtriplicate ratio, compound ratio, inverse ratio - Meaning and properties of proportion - Types of proportion: direct proportion, inverse proportion, compound proportion - Variation: direct variation, inverse variation, joint variation - Problems based on ratio and proportion Factorization of Polynomials




This topic introduces you to the concept of factorization of polynomials, which is the process of expressing a polynomial as a product of its factors. It covers the following subtopics:


- Meaning and types of factors: linear factor, quadratic factor, irreducible factor - Methods of factorization: common factor method, grouping method, splitting the middle term method, difference of two squares method, sum and difference of two cubes method - Problems based on factorization Matrices




- Order and types of matrices: row matrix, column matrix, square matrix, diagonal matrix, scalar matrix, unit matrix, zero matrix - Equality of matrices - Operations on matrices: addition, subtraction, multiplication, scalar multiplication - Transpose of a matrix - Determinant of a matrix - Adjoint and inverse of a matrix - Problems based on matrices Geometry




This section deals with the study of shapes and figures in two dimensions, such as angles, triangles, circles, etc. It covers the following topics:


Similarity




This topic introduces you to the concept of similarity, which is the property of two figures having the same shape but not necessarily the same size. It covers the following subtopics:


- Basic proportionality theorem (Thales theorem) - Converse of basic proportionality theorem - Criteria for similarity of triangles: AAA, SAS, SSS - Properties of similar triangles: corresponding angles are equal, corresponding sides are proportional - Pythagoras theorem and its converse - Problems based on similarity Loci




This topic introduces you to the concept of loci, which is the set of all points that satisfy a given condition. It covers the following subtopics:


- Definition and examples of loci - Locus of a point equidistant from two fixed points: perpendicular bisector - Locus of a point equidistant from two fixed lines: angle bisector - Locus of a point at a fixed distance from a fixed point: circle - Locus of a point at a fixed distance from a fixed line: parallel line - Problems based on loci Circles




This topic introduces you to the concept of circles, which are closed curves that have a constant distance from a fixed point called the center. It covers the following subtopics:


- Terms related to circles: radius, diameter, chord, arc, sector, segment, tangent, secant - Properties of circles: equal chords subtend equal angles at the center and vice versa, perpendicular from the center bisects a chord and vice versa, angle in a semicircle is a right angle, angle in the same segment are equal, angle subtended by an arc at the center is double the angle subtended by it at any point on the remaining part of the circle - Cyclic quadrilaterals: definition and properties - Tangents to a circle: definition and properties - Problems based on circles Constructions




This topic introduces you to the concept of constructions, which are geometric drawings made using only a ruler and a compass. It covers the following subtopics:


- Advanced constructions: angle of 60 degrees, angle of 30 degrees, angle of 15 degrees, angle of 45 degrees, angle of 90 degrees, angle of 120 degrees, angle of 135 degrees, angle of 150 degrees, angle of 75 degrees - Division of a line segment in a given ratio - Construction of a triangle given its three sides (SSS) - Construction of a triangle given two sides and the included angle (SAS) - Construction of a triangle given one side and two angles (ASA) - Construction of a triangle given two sides and the angle opposite to the larger side (SSA) - Construction of a triangle given the base, the sum or difference of the other two sides, and one base angle - Construction of a triangle similar to a given triangle - Problems based on constructions Coordinate Geometry




This section deals with the study of geometry using coordinates, which are ordered pairs of numbers that represent the position of a point on a plane. It covers the following topics:


Distance Formula




This topic introduces you to the concept of distance formula, which is used to find the distance between two points in a coordinate plane. It covers the following subtopics:


- Derivation of distance formula: d = sqrt((x2 - x1)^2 + (y2 - y1)^2) - Application of distance formula: finding the length of a line segment, finding the perimeter and area of a triangle, finding the condition for collinearity of three points - Problems based on distance formula Section Formula




This topic introduces you to the concept of section formula, which is used to find the coordinates of a point that divides a line segment in a given ratio. It covers the following subtopics:


- Derivation of section formula: (m1x2 + m2x1)/(m1 + m2), (m1y2 + m2y1)/(m1 + m2) - Application of section formula: finding the coordinates of mid-point, centroid, incentre, circumcentre, orthocentre, and excentre of a triangle - Problems based on section formula Equation of a Line




This topic introduces you to the concept of equation of a line, which is an algebraic expression that represents all the points that lie on a line. It covers the following subtopics:


- Slope or gradient of a line: m = tan theta = (y2 - y1)/(x2 - x1) - Various forms of equation of a line: slope-intercept form (y = mx + c), point-slope form (y - y1 = m(x - x1)), two-point form ((y - y1)/(y2 - y1) = (x - x1)/(x2 - x1)), intercept form (x/a + y/b = 1), normal form (x cos alpha + y sin alpha = p), general form (Ax + By + C = 0) - Conditions for parallelism and perpendicularity of two lines: parallel lines have equal slopes (m1 = m2), perpendicular lines have negative reciprocal slopes (m1m2 = -1) - Angle between two lines: tan theta = (m1 - m2)/(1 + m1m2) - Problems based on equation of a line Trigonometry




This section deals with the study of triangles and their angles and sides using trigonometric ratios and identities. It covers the following topics:


Identities and Trigonometric Ratios of Complementary Angles




This topic introduces you to the concept of identities and trigonometric ratios of complementary angles, which are used to simplify and solve trigonometric expressions and equations. It covers the following subtopics:


- Trigonometric identities: sin^2 theta + cos^2 theta = 1, 1 + tan^2 theta = sec^2 theta, 1 + cot^2 theta = cosec^2 theta - Trigonometric ratios of complementary angles: sin (90 - theta) = cos theta, cos (90 - theta) = sin theta, tan (90 - theta) = cot theta, cosec (90 - theta) = sec theta, sec (90 - theta) = cosec theta, cot (90 - theta) = tan theta - Problems based on identities and trigonometric ratios of complementary angles Heights and Distances




This topic introduces you to the concept of heights and distances, which is the application of trigonometry in finding the height of an object or the distance between two objects using angles of elevation and depression. It covers the following subtopics:


- Definition and examples of angles of elevation and depression - Relation between angles of elevation and depression - Problems based on heights and distances Mensuration




This section deals with the study of measurement of area and volume of various plane and solid figures, such as circles, cylinders, cones, spheres, etc. It covers the following topics:


Area Related to Circles




This topic introduces you to the concept of area related to circles, which is the calculation of area of a circle and its parts, such as sector, segment, ring, etc. It covers the following subtopics:


- Area of a circle: pi r^2 - Circumference of a circle: 2 pi r - Area of a sector: (theta/360) pi r^2 - Length of an arc: (theta/360) 2 pi r - Area of a segment: area of sector - area of triangle - Area of a ring: pi (R^2 - r^2) - Problems based on area related to circles Surface Area and Volume of Solids




This topic introduces you to the concept of surface area and volume of solids, which is the calculation of surface area and volume of various solid figures, such as cylinders, cones, spheres, hemispheres, frustums, etc. It covers the following subtopics:


- Surface area and volume of a cylinder: 2 pi r h, pi r^2 h - Surface area and volume of a cone: pi r l + pi r^2, (1/3) pi r^2 h - Surface area and volume of a sphere: 4 pi r^2, (4/3) pi r^3 - Surface area and volume of a hemisphere: 3 pi r^2, (2/3) pi r^3 - Surface area and volume of a frustum: pi (r1 + r2) l + pi (r1^2 + r2^2), (1/3) pi h (r1^2 + r2^2 + r1r2) - Problems based on surface area and volume of solids Statistics and Probability




This section deals with the study of collection, presentation, analysis, and interpretation of numerical data using statistical methods and tools. It also deals with the study of uncertainty and chance using probability theory. It covers the following topics:


Mean, Median, Mode and Ogive




This topic introduces you to the concept of mean, median, mode and ogive, which are measures of central tendency that describe the average or typical value of a data set. It also introduces you to the concept of ogive, which is a graphical representation of cumulative frequency distribution. It covers the following subtopics:


- Mean: arithmetic mean or average - Median: middle value or 50th percentile - Calculation of mean, median, and mode for grouped and ungrouped data - Relationship between mean, median, and mode - Ogive: less than ogive and more than ogive - Construction and interpretation of ogive - Problems based on mean, median, mode and ogive Probability




This topic introduces you to the concept of probability, which is the measure of likelihood or chance of an event occurring. It covers the following subtopics:


- Definition and examples of probability - Types of events: impossible event, sure event, mutually exclusive event, exhaustive event - Classical or theoretical approach to probability: P(E) = n(E)/n(S) - Empirical or experimental approach to probability: P(E) = f/n - Problems based on probability Conclusion




Concise mathematics class 10 pdf download is a great resource for students who want to ace their mathematics exam in class 10. It provides them with a comprehensive and concise coverage of all the topics and concepts as per the ICSE syllabus and exam pattern. It also helps them to save time and money, access the book anywhere and anytime, and enhance their learning and performance. Downloading concise mathematics class 10 pdf is very easy and simple. You just have to follow the steps given in this article and you will be able to download concise mathematics class 10 pdf in no time. So what are you waiting for? Download concise mathematics class 10 pdf now and start studying.


FAQs




Here are some of the frequently asked questions about concise mathematics class 10 pdf download:



  • Q: Is concise mathematics class 10 pdf download free?



A: Yes, concise mathematics class 10


About

Welcome to the group! You can connect with other members, ge...

Members

bottom of page