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MATHEMATICS
9
SUBJECT
ORIENTATION
QUARTER 1 – Concept of
Quadratic equations, inequalities
and function and rational algebraic
equations.
a. Quadratic Equation
- Factoring, square root, fractions or rational
algebraic equations.
- inequalities, functions and real-life
problems
- graphing skills using Cartesian Plane
QUARTER 2 – Formulate and
solve accurately problems involving
variation and radicals.
a. Variations
- Direct, inverse, joint and combined
- table of values, mathematical equation and
graphs
- positive and negative integral exponents and
rational exponents
-law of radicals and problems involving radicals
QUARTER 3 – Solve problems
involving parallelogram and
triangles
a. Quadrilaterals
- proves theorems, uses properties to measures
angles, and sides
b. Proportion
- applies theorems of proportionality in solving
problems
c. Triangles
- illustrate similarity of figures
QUARTER 4 – Concepts of
trigonometric ratios and real-life
problems
a.Trigonometric Ratios of special
angles
b. Angle of Elevation and Depression
c. Laws of Sines and Cosines

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MATHEMATICS 9.pptx

  • 2. QUARTER 1 – Concept of Quadratic equations, inequalities and function and rational algebraic equations. a. Quadratic Equation - Factoring, square root, fractions or rational algebraic equations. - inequalities, functions and real-life problems - graphing skills using Cartesian Plane
  • 3. QUARTER 2 – Formulate and solve accurately problems involving variation and radicals. a. Variations - Direct, inverse, joint and combined - table of values, mathematical equation and graphs - positive and negative integral exponents and rational exponents -law of radicals and problems involving radicals
  • 4. QUARTER 3 – Solve problems involving parallelogram and triangles a. Quadrilaterals - proves theorems, uses properties to measures angles, and sides b. Proportion - applies theorems of proportionality in solving problems c. Triangles - illustrate similarity of figures
  • 5. QUARTER 4 – Concepts of trigonometric ratios and real-life problems a.Trigonometric Ratios of special angles b. Angle of Elevation and Depression c. Laws of Sines and Cosines