Polynomials, Coordinate Geometry and Linear Equations

If you want to build a strong concept in very important topics like Polynomials, Linear equations, and Coordinate Geometry, this course will be helpful for you. I tried to implement different learning levels of Bloom's Taxonomy to improve your understanding, application, and analysis capability to solve basic to higher-order thinking problems. I solved enough mathematical problems, some case studies and assertion and reasoning-based questions to show you how to solve real-life problems by applying your learning and knowledge.

The topics you will learn are:Variables, constants, coefficients, terms, degrees, zeroes and factors of polynomials. Relation of zeroes with numerical coefficients. Geometrical representation of polynomials.

Mathematical operations on polynomials. Remainder theorem, factor theorem, division algorithm for polynomials. HCF, LCM and square root of polynomials.

Cartesian coordinate geometry. Point slope formula, equations of straight lines. Solving two linear equations graphically.