Unit: Area Of Shapes Chapter: Area of Rhombus Reference: – What is a Rhombus, Area of Rhombus Using Diagonals (Formula and Derivation), Area of Rhombus Using Base and Height, Finding a Diagonal Given Area and Other Diagonal, Real-Life Applications, Solved Examples, Odd-One-Out Problems, Common Mistakes After studying this chapter, you should be able to understand: […]
Unit: Squares, Cubes & Roots Chapter: Square Roots & Decimals Reference: – quare Roots of Decimal Numbers, Perfect Square Decimals, Finding Square Root of a Decimal by Prime Factorization, Finding Square Root of a Decimal by Division Method, Square Roots of Non-Perfect Square Decimals, Estimating Decimal Square Roots, Number of Decimal Places in Square Root, […]
Unit: Squares, Cubes & Roots Chapter: Introduction to Squares, Cubes & Roots Reference: – What is a Square of a Number, what is a Cube of a Number, Perfect Squares and Perfect Cubes, Square Root Definition, Cube Root Definition, Square Root Symbol (√), Cube Root Symbol (∛), Finding Square Roots of Perfect Squares, Finding Cube […]
Unit: Exponents & Powers Chapter: Exponents & Small Numbers Reference: – What are Small Numbers, Negative Exponents for Small Numbers, Standard Form for Small Numbers (Scientific Notation), Converting Decimal to Standard Form, Converting Standard Form to Decimal, Comparing Very Small Numbers, Ordering Small Numbers, Real-Life Examples (Microscopic Sizes), Solved Examples, Odd-One-Out Problems, Common Mistakes After […]
Unit: Exponents & Powers Chapter: Powers with Negative Exponents Reference: – What is a Negative Exponent, meaning of a^(-n), Reciprocal Rule, Rewriting Negative Exponents as Positive, Simplifying Expressions with Negative Exponents, Negative Exponents in Fractions, Comparing Negative Exponents, Standard Form for Small Numbers (Negative Exponents), Real-Life Applications (Very Small Numbers), Solved Examples, Odd-One-Out Problems, Common […]
Unit: Exponents & Powers Chapter: Expressing Large Numbers in Standard Form Reference: – What is Standard Form (Scientific Notation), Why Use Standard Form, Rules for Writing in Standard Form, Moving the Decimal Point, Positive Exponents for Large Numbers, Converting Standard Form to Ordinary Form, Comparing Numbers in Standard Form, Real-Life Applications (Distance, Population, Mass), Solved […]
Unit: Exponents & Powers Chapter: Laws Of Exponents Reference: – Review of Exponents, Law 1: Product Rule (a^m × a^n = a^(m+n)), Law 2: Quotient Rule (a^m ÷ a^n = a^(m-n)), Law 3: Power of a Power ((a^m)^n = a^(m×n)), Law 4: Power of a Product ((ab)^m = a^m b^m), Law 5: Power of a […]
Unit: Exponents & Powers Chapter: Introduction to Exponents & Powers Reference: – What is an Exponent, Base and Exponent (Power), Reading and Writing Exponents, Exponential Form vs Expanded Form, Square and Cube, Special Exponents (0, 1), First Law of Exponents (Product Rule), Second Law of Exponents (Quotient Rule), Third Law of Exponents (Power of a […]
Unit: Geometry Chapter: Views of 3 D – Shapes Reference: – Introduction to Views of 3D Shapes, Need for Multiple Views, Orthographic Projections (Top View, Front View, Side View), Isometric Sketches, Perspective Drawings, Viewing Solids from Different Angles, Drawing Views of Stacked Cubes, Identifying Solids from Given Views, Viewing Different Solids (Cube, Cuboid, Cylinder, Cone, […]
Unit: Geometry Chapter: Introduction to Visualising Solid Shapes Reference: – Introduction to Solid Shapes, 2D vs 3D Shapes, Faces, Edges & Vertices, Polyhedrons and Non-Polyhedrons, Prisms, Pyramids, Platonic Solids, Curved Solids (Sphere, Cylinder, Cone), Nets of Solids, Mapping Space Around Us, Views of Solids (Top, Front, Side), Euler's Formula, Solved Examples, Odd-One-Out Problems, Common Mistakes, […]