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UP Board Class 12 Math syllabus

This article is base on the UP board class 12 maths syllabus. This article is very useful for up board class 12 students. In this article, you will get everything about up board class 12 maths syllabus

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UP Board Class 12 Math syllabus

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  1. Source:​https://syllabuslokendra.blogspot.com/2019/10/up-board-math-syllabus-pSource:​https://syllabuslokendra.blogspot.com/2019/10/up-board-math-syllabus-p df-download.html The UP board has uploaded the UP board syllabus of class 12th maths 2018-2019 on its official website. We have also uploaded a new UP board class 12th math syllabus on our website. Students can download new UP board class 12 mathematics syllabus from it. Students can download the new UP board class 12 math syllabus, they can do the according of their new syllabus and can get good marks in the UP board math exam, students will have to solve the UP board class 12 math practice set according to the new math syllabus so that the students get the idea of ​​the questions coming in the exam and that Could strengthen your exam UP board syllabus of class 12th math class​ – 12 ​math ​Time​ – 3:00 ​hr Marks​ - 100 Unit Marks Relationship and function 1 10 Algebra 2 13 Function 3 44 Vector and three dimensional geometry 4 17 Linear 5 06 programming

  2. Probability 6 10 Total 100 Unit-1: Relations and Functions 10 marks 1. Relations and Functions: Types of relations: automatic, symmetric, contagious and equivalence relations, unitary and overlapping functions, joint functions, inverse of functions, binary operations. 2. Perilome trigonometric functions: Definition, Range, Province, Key values branches, Articles of inverse trigonometric functions. Initial properties of inverse trigonometric functions Unit-2: Algebra 13 digits 1. Matrices: Concept, Notation, Order, Equality, Types of Matrices, Zero and Simultaneous Matrices, Changes of Matrices, Symmetric and Odd Symmetric Matrices. Activities on Matrices: Sum and multiplication and scalar multiplication. Simple properties of sum, multiplication and scalar multiplication. Unreconciliation of multiplication of matrices and existence of nonzero matrices whose multiplication is a zero matrix (limited to the square matrices of order 2). Concept of initial line and column operations, inverse matrix and inverse uniqueness if it exists (here the elements of all matrices are real numbers). 2. Arithmetic: The determinant of a square matrix (up to a square matrix of 3x3 order), the properties of the determinants, the determinant and the covariance, the application of the determinants in finding the area of ​​a triangle, the inverse of the covariance matrix and the matrix. Finding the number of solutions of a linear equation body by corresponding, incompatible and examples. Solving linear equation bodies in two or three variables (which have unique solutions) using the inverse of the matrix.

  3. Unit-3: function 44 points 1. Continuity and Differential: Continuity and Differential The Differentiation of Combined Functions, Series Rules, Differentiation of Inverse Trigonometric Functions, Differential Functional Differentiation, Variable Exponential and Concept of Logarithmic Functions and their Differentiation. Logarithmic Differentiation, Differential Expressions of Functional Forms, Second-order Differential, Mean Theorem of Rowley and Lagranz (without subsidence) and their geometric interpretation and application. 2. Applications of Calculations: Applications of Calculations, Rate of Change, Increase / Loss Value Functions, Perpendiculars and Tangents, Adjacent Highest and Lowest (Geometric Motivation of First Differential Test and Second Differential Test Equivalent Tool) Simple Questions (which are subject Demonstrate an understanding of basic principles and relate to real life). 3. Integration: Integration, as an inverse process of differential calculus, by integrating multiple types of functions, by partial fractions, by segmentation, to find the value of simple integrations of the following types only and based on them, the question - Determine the integral integral as the limit of the sum, the theorem of the calculus (without derivative), the basic properties of the definite integrals and to find its values. 4. Applications of integrations - Application: To find the area under ordinary curves, especially the lines, the area of ​​a circle / parabola / ellipse (only in standard form), the area between any of the above two curves (the area is perfectly defined). 5. Differential Equations - Definition, Rank and Power, Comprehensive and Specific Solution of Differential Equations, Making Differential Computation with Given Comprehensive Solution, Solution of Differential Equations by Differential Variable Methods, Solution of First Grade and First Degree Equivalent Differential Equations. Solve types of linear differential equations Unit-3: function 44 points

  4. 1. Continuity and Differential: Continuity and Differential The Differentiation of Combined Functions, Series Rules, Differentiation of Inverse Trigonometric Functions, Differential Functional Differentiation, Variable Exponential and Concept of Logarithmic Functions and their Differentiation. Logarithmic Differentiation, Differential Expressions of Functional Forms, Second-order Differential, Mean Theorem of Rowley and Lagranz (without subsidence) and their geometric interpretation and application. 2. Applications of Calculations: Applications of Calculations, Rate of Change, Increase / Loss Value Functions, Perpendiculars and Tangents, Adjacent Highest and Lowest (Geometric Motivation of First Differential Test and Second Differential Test Equivalent Tool) Simple Questions (which are subject Demonstrate an understanding of basic principles and relate to real life). 3. Integration: Integration, as an inverse process of differential calculus, by integrating multiple types of functions, by partial fractions, by segmentation, to find the value of simple integrations of the following types only and based on them, the question - Determine the integral integral as the limit of the sum, the theorem of the calculus (without derivative), the basic properties of the definite integrals and to find its values. 4. Applications of integrations - Application: To find the area under ordinary curves, especially the lines, the area of ​​a circle / parabola / ellipse (only in standard form), the area between any of the above two curves (the area is perfectly defined). 5. Differential Equations - Definition, Rank and Power, Comprehensive and Specific Solution of Differential Equations, Making Differential Computation with Given Comprehensive Solution, Solution of Differential Equations by Differential Variable Methods, Solution of First Grade and First Degree Equivalent Differential Equations. Solve types of linear differential equations...

  5. Unit – 5: Linear Programming 06 Marks 1. Linear Programming: Role, related terms, such as constraint, objective function, definitions of solutions, different types of linear programming problems, mathematical formulation of linear programming problems, graphical solution to problems given in two variables, consistent and inconsistent. Area, Consistent and Incompatible Solution, Optimal Consistent Solution. Unit-6: Probability 10 marks Conditional, (Constant) Probability, Multiplication Rule of Probability, Independent Events, Total Probability, Beige Theorem, | Random variables and probability distribution and their probability distribution, mean and variance of random variables, Bernoulli test and binomial distribution. Uttar Pradesh Secondary Education Council, Allahabad Class-12 maths Syllabus and Textbooks First question paper Maximum marks: 50 Unit Title ​Marks Algebra 1. 22 Inverse trigonometric function 2. 08 coordinate geometry 3. 20 Total Marks​-50 unit 1. Algebra 1. Matrices (10 digits)

  6. Concept, Notation, Sequence, Equality, Types of Matrices, Zero Matrices, Transformation of a Matrix, Symmetric and Odd Symmetric Matrices, Sum of Matrices and Scalar Multiplications Simple Properties of Sum Multiplication and Scalar Multiplication. Unreconciliation of multiplication of matrices and existence of nonzero matrices whose multiplication is a zero matrix (limited to the square matrices of order 2). Concept of initial line and column operations, inverse matrix and uniqueness of inverse, if its existence (Here the elements of all matrices. Are real numbers) 2. Tabular (06 Marks) The determinant of a square matrix (up to a square matrix of 3 × 3), the properties of the determinants, the subsystem and the bisectors, the application of the determinants in finding the area of ​​the triangle is the co-segment matrix and the inverse of the matrix. Finding the number of solutions of a linear equation body by corresponding, incompatible and examples. Solving a linear equation in two or three variables using the inverse of the body (which has a unique solution). Kramer's rule and its applications. 3. Linear errors - (06 digits) Linear problems, algebraic solutions of linear inequalities in a variable and its representation on a number line. Graphical solution of linear inequalities in two variables. Unit-2. Inverse trigonometric rotation Articles by definition, premises, provinces, main branches, inverse trigonometric functions. Initial properties of inverse trigonometric functions. (08 digits) Unit-3. Coordinate geometry 1. Conical circumference - Conical circumference, ellipse, perpendicular and non-convex. A dot, a straight line and a pair of intersecting lines, in the unrefined form of a cone passage. Standard equation of circle General equation of circle, introduction of ellipse and constant of unipolar. Restriction of the tangent line to the circle, parabola, ellipse and non-hyperbola of the straight line Y = mx + c. (14 digits) 2. Introduction to trigonometric geometry - directions and coordinates plane, coordinates of a point, distance between two points and segment formulas in three-dimensional space. (06 marks)

  7. mathematics Second paper integer: 50 Unit Title Marks Differentiation 1. 12 Integration 2. 12 Integration 3. 06 Linear programming 4. 05 Vector and three dimensional geometry 5. 15 Total marks 50

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