Symmetric Properties of Roots See also Sum & Product of Roots of a Quadratic Equation Quadratic Formula Completing the square method Quadratic Equation by Factorization Method Factorization of Quadratic Expressions
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Sum & Product of Roots of a Quadratic Equation See also Quadratic Formula Completing the square method Quadratic Equation by Factorization Method Factorization of Quadratic Expressions QUADRATIC EQUATION & SYMMETRIC PROPERTIES OF THE ROOT
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Quadratic Formula See also Completing the square method Quadratic Equation by Factorization Method Factorization of Quadratic Expressions QUADRATIC EQUATION & SYMMETRIC PROPERTIES OF THE ROOT Completing the square
Completing the square method See also Quadratic Equation by Factorization Method Factorization of Quadratic Expressions QUADRATIC EQUATION & SYMMETRIC PROPERTIES OF THE ROOT Completing the square Matrices and Determinants
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Quadratic Equation by Factorization Method See also Factorization of Quadratic Expressions QUADRATIC EQUATION & SYMMETRIC PROPERTIES OF THE ROOT Completing the square Matrices and Determinants SURDS
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Factorization of Quadratic Expressions See also QUADRATIC EQUATION & SYMMETRIC PROPERTIES OF THE ROOT Completing the square Matrices and Determinants SURDS SOLVING PROBLEMS BASED ON LAWS OF LOGARITHM
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QUADRATIC EQUATION & SYMMETRIC PROPERTIES OF THE ROOT OF QUATION EQUATION See also Completing the square Matrices and Determinants SURDS SOLVING PROBLEMS BASED ON LAWS OF LOGARITHM LOGARITHM OF NUMBERS LESS THAN ONE
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See also Matrices and Determinants SURDS SOLVING PROBLEMS BASED ON LAWS OF LOGARITHM LOGARITHM OF NUMBERS LESS THAN ONE Using logarithm to solve problems with powers and root
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See also SURDS SOLVING PROBLEMS BASED ON LAWS OF LOGARITHM LOGARITHM OF NUMBERS LESS THAN ONE Using logarithm to solve problems with powers and root Using logarithm to evaluate problems
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See also SOLVING PROBLEMS BASED ON LAWS OF LOGARITHM LOGARITHM OF NUMBERS LESS THAN ONE Using logarithm to solve problems with powers and root Using logarithm to evaluate problems INDICIAL/EXPONENTIAL EQUATION
See also LOGARITHM OF NUMBERS LESS THAN ONE Using logarithm to solve problems with powers and root Using logarithm to evaluate problems INDICIAL/EXPONENTIAL EQUATION BASIC CONCEPT & APPLICATION OF LAWS OF INDICES
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See also Using logarithm to solve problems with powers and root Using logarithm to evaluate problems INDICIAL/EXPONENTIAL EQUATION BASIC CONCEPT & APPLICATION OF LAWS OF INDICES PERIMETER OF REGULAR PLANE SHAPES
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See also Using logarithm to evaluate problems INDICIAL/EXPONENTIAL EQUATION BASIC CONCEPT & APPLICATION OF LAWS OF INDICES PERIMETER OF REGULAR PLANE SHAPES Geometry – Plane Shapes
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See also INDICIAL/EXPONENTIAL EQUATION BASIC CONCEPT & APPLICATION OF LAWS OF INDICES PERIMETER OF REGULAR PLANE SHAPES Geometry – Plane Shapes SIMPLE EQUATIONS
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See also BASIC CONCEPT & APPLICATION OF LAWS OF INDICES PERIMETER OF REGULAR PLANE SHAPES Geometry – Plane Shapes SIMPLE EQUATIONS SIMPLE ALGEBRAIC EQUATION
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See also PERIMETER OF REGULAR PLANE SHAPES Geometry – Plane Shapes SIMPLE EQUATIONS SIMPLE ALGEBRAIC EQUATION ALGEBRAIC EXPRESSION
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The perimeter of a plane shape is the length of its outside boundary or the distance around its edges. Irregular shape An irregular shape does not have a definite shape. To determine the perimeter of such shape, string or thread can be used to measure it. Place the string around the edge, then straighten it
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Plane shapes are two-dimensional shapes bounded by lines known as sides. Any shape drawn on a plane is called a two-dimensional shape (or 2-D shapes for short). When we say a figure is two- dimensional, we mean it can be measured along x and y axes i.e. it has length and width or breadth.
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SIMPLE EQUATIONS An algebraic equation is two algebraic expressions separated by an equal sign. The left hand side is equal to the right hand side (LHS = RHS) e.g 7 + 3 = 10, 20 -6 = 14, 4 x 5 = 20, 35/7 = 5 Translation of algebraic equations into words: Any letter of
SOLUTION OF PROBLEMS ON SIMPLE ALGEBRAIC EQUATION Solving equation by balance method Equation with bracket Equation with fraction. Solving Equation by Balance Method To solve an equation means to find the values of the unknown in the equation that makes it true. For example: 2x 9 = 15. 2x 9 is on
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