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 Maths | Math Subject and Assignment Are you worried how to solve the maths problem? Cool down and mail us the assingment.We will provide you step by step solution with details to solve the problem. Our solutions will help you understand the concept to solve the similar problems yourself.Math Subject and its contents: Basic Math Algebra I Algebra II Geometry Trigonometry Calculus   Basic Maths Basic Operations Estimation Exponents / Roots Factorials Fractions / Decimals / Percents Logarithms Measurements Number Sense / About Numbers Patterns / Relationships Problem Solving Geometry Foundations for Geometry Geometric Reasoning Parallel and Perpendicular Lines Triangle Congruence Properties and Attributes or Triangles Polygons and Quadrilaterals Similarity Right Triangles and Trigonometry Extending Perimeter, Circumference, and Area Spatial Reasoning Circles Extending Transformational Geometry Algebra II / Trignometry Basic Concepts of Algebra The Language of Algebra Operating with Real Numbers Solving Equations and Solving Problems Inequalities and Proof Working with Inequalities Working with Absolute Value Proving Theorems Linear Equations and Functions Linear Equations and Their Graphs Linear Systems Functions and Relations Products and Factors of Polynomials Working with Polynomials Factors of Polynomials Applications of Factoring Rational Expressions Using the laws of Exponents Rational Expressions Problems Solving Using Fractional Equations Irrational and Complex Numbers Roots and Radicals Real Numbers and Complex Numbers Quadratic Equations and Functions Solving Quadratic Equations Roots of Quadratic Equations Quadratic Functions and Their Graphs Variation and polynomial Equations Variation and Proportion Polynomial Equations Solving Polynomial Equations Analytic Geometry Conic Sections : Circles and Parabolas Conic Sections : Ellipses and Hyperbolas Systems of Equations Exponential and Logarithmic Functions Exponential Functions Logarithmic Functions Applications Sequences and Series Sequences Geometric Sequences Infinite Geometric Series The General Binomials Triangle Trigonometry Trigonometry Functions Values of Trigonometric Functions Triangle Trigonometry Trigonometric Graphs ; Identities Circular Functions and Their Graphs Trigonometric Identities Trigonometric Applications Vectors Polar Coordinates and Complex Numbers Inverse Functions Statistics and Probability Statistics Correlation Combinations Mutually Exclusive and Independent Events Matrices and Determinants Matrices Determinants Algebra I Functions and Graphs Functions and Function Notation Absolute Value and Piecewise Defined Functions Inequalities Composition and Combination of Functions Exponential and Logarithmic Functions Transformation of Functions Trigonometric Functions Power, Polynomial and Rational Functions Limits and Continuity Intuitive Definition of a Limit Algebraic Techniques for Finding Limits One-Sided Limits Infinite Limits Limits at Infinity Limits of Special Trigonometric Functions Continuity Derivatives Definition of the Derivative Differentiation Rules The Chain Rule Derivatives of Exponential Functions Derivative of Logarithmic Functions Derivatives of Inverse Functions Differentiability and Continuity Implicit Differentiation Logarithmic Differentiation Application of the Derivative Tangent and Normal Lines Position, Velocity, and Acceleration (PVA) Related Rates Relative Extrema and the First Derivative Test Concavity and the Second Derivative Test Absolute Extrema and Optimization Rolle's Rule and the Mean Value Theorem Differentials Pre-Calculus Functions and Graphs Polynomial, Power and Rational Functions Exponential, Logistic, and Logarithmic Functions Trigonometric Functions Analytic Trigonometry Applications of Trigonometry Systems and Matrices Analytic Geometry in Two and Three Dimensions Discrete Mathematics An Introduction to Calculus: Limits, Derivatives, and Integrals AP calculus Functions and Graphs Limits and Continuity Derivatives Applications of the Derivative Antiderivatives and Definite Integrals Application of Antiderivatives and Definite Integrals