NCERT Math Class 9

Categories: Debsie's Courses, Math
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About Course

Mathematics is like a toolbox 🧰.

Each tool helps you solve a different kind of problem in real life—measuring land, planning budgets, building houses, designing apps, or understanding data in news.

In Class 9, you meet the most important tools: real numbers, polynomials, graphs, lines and angles, triangles, circles, constructions, area and volume, and the basics of statistics and probability.

We will keep every idea simple. Any new word will be explained right away in plain language.

We’ll use small steps, friendly examples, and lots of practice so you feel confident.

By the end, you won’t just ā€œdo sumsā€ā€”you’ll understand how and why math works. 🧠✨

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What Will You Learn?

  • How all numbers fit into one big family called the ā€œreal numbers,ā€ including rational numbers (numbers like 1/2 that can be written as a fraction) and irrational numbers (numbers like √2 that cannot be written as a simple fraction).
  • How to play with polynomials (little expressions made from letters and numbers like 2x² + 3x āˆ’ 5), how to add, subtract, multiply them, and find their factors (breaking them into simpler pieces).
  • How to draw and read points on a flat map called the coordinate plane (the ā€œx–y graphā€) and use it to understand patterns.
  • How to solve pairs of rules written as linear equations in two variables (like 2x + 3y = 12).
  • Why geometry is built from clear rules called axioms and postulates (simple, trusted facts), and how lines and angles behave.
  • Why triangles are strong, how to prove when two triangles are the ā€œsame shape,ā€ and how to use that to solve problems.
  • How shapes like parallelograms and triangles share area tricks, and how circles hide many surprises (chords, arcs, angles).
  • How to use compass and straightedge constructions to make perfect shapes and angles.
  • How to use Heron’s formula (a special rule for the area of any triangle when you know its side lengths).
  • How to find surface areas and volumes of 3D shapes like cubes, cylinders, cones, and spheres.
  • How to read data, make averages (mean, median, mode), and understand chance (probability) clearly.

Course Content

Polynomials

Coordinate geometry

Linear equations in two variables

Introduction to Euclid’s geometry

Quadrilaterals

Heron’s Formula

Surface area and volumes

Statistics

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