MATHEMATICS FORM TWO NOTES || NOTES ZA HESABU KIDATO CHA PILI

 

MATHEMATICS FORM TWO FULLNOTE,

MATHEMATICS FORM TWO ALL TOPIC

Mathematics Form 2 Syllabus

  1. Exponents And Radicals Syllabus
    1. Exponents Syllabus
      1. List the laws of exponents Syllabus
      2. Verify the laws of exponents Syllabus
      3. Apply laws of exponents in computations Syllabus
    2. Radicals Syllabus
      1. Simplify radicals Syllabus
      2. Perform basic operations on radicals Syllabus
      3. Rationalize the denominator Syllabus
      4. Read square roots and cube roots of numbers from mathematical tables Syllabus
    3. Transposition of Formula Syllabus
      1. Re-arrange letters so that one letter is the subject of the formula Syllabus
      2. Transpose a formulae with square roots and square Syllabus
  2. Algebra Syllabus
    1. Binary Operations Syllabus
      1. Describe the binary operations Syllabus
      2. Perform binary operations Syllabus
    2. Brackets in Computation Syllabus
      1. Perform basic operations involving brackets Syllabus
      2. Simplify algebraic expressions involving the basic operations and brackets Syllabus
    3. Quadratic Expressions Syllabus
      1. Form a quadratic expression from two linear factors Syllabus
      2. Write the general form of quadratic expression Syllabus
    4. Factorization Syllabus
      1. Factorize linear expressions Syllabus
      2. Factorize quadratic expressions Syllabus
  3. Quadratic Equations Syllabus
    1. Solving Equations Syllabus
      1. Determine the solution of a quadratic equation by factorization Syllabus
      2. Find the solution of a quadratic equation by completing the square Syllabus
    2. General Solution of Quadratic Equations Syllabus
      1. Derive the quadratic formula Syllabus
      2. Solve quadratic equations using quadratic formula Syllabus
  4. Logarithms Syllabus
    1. Standard Form Syllabus
      1. Write numbers in standard form Syllabus
      2. Perform computations which involved multiplication and division of numbers expressed in standard form Syllabus
    2. Laws Of Logarithms Syllabus
      1. State the laws of logarithms Syllabus
      2. Verify the laws of logarithms using the knowledge of exponents Syllabus
      3. Use the laws of Logarithms to simplify logarithmic expressions Syllabus
      4. Solve logarithmic equation Syllabus
      5. Apply laws of logarithms to find products, quotients, roots and powers of numbers Syllabus
      6. Apply logarithmic tables to find products and quotients of numbers computation Syllabus
      7. Apply logarithmic tables to find roots and power of numbers Syllabus
  5. Congruence Syllabus
    1. Congruence of Triangles Syllabus
      1. Determine the conditions for congruence of triangles Syllabus
      2. Prove congruence of triangle Syllabus
      3. Apply theorems on congruence of triangles to solve related problems Syllabus
  6. Similarity Syllabus
    1. Similar Figures Syllabus
      1. Identify similar polygons Syllabus
      2. Prove similarity theorems of triangles Syllabus
  7. Geometric And Transformations Syllabus
    1. Reflection Syllabus
      1. Describe the characteristics of reflection in a plane Syllabus
      2. Represent different reflections by drawings Syllabus
    2. Rotations Syllabus
      1. Describe characteristics of a rotation on a plane Syllabus
      2. Represent different rotation on a plane by drawings Syllabus
    3. Translation Syllabus
      1. State properties of translations Syllabus
      2. Represent translations drawings Syllabus
    4. Enlargement Syllabus
      1. Develop a scale of enlargement Syllabus
      2. Construct enlargement of a given figures Syllabus
      3. Draw figures to scale Syllabus
      4. Find actual distances represented by a scale drawings Syllabus
    5. Combined Transformations Syllabus
      1. Draw combined transformations Syllabus
      2. Solve simple problems on combined transformations Syllabus
  8. Pythagoras Theorem Syllabus
    1. Proof of Pythagoras Theorem Syllabus
      1. Prove the pythagoras theorem Syllabus
    2. Application of Pythagoras Theorem Syllabus
      1. Apply the pythagoras theorem to solve daily life problems Syllabus
  9. Trignometry Syllabus
    1. Trigonometric Rations Syllabus
      1. Define sine, cosine and tangent of an angle using a right angled triangle Syllabus
    2. Trigonometric Ratios of Special Angles Syllabus
      1. Determine the sine, cosine and tangent of 30°, 45° and 60° without using mathematical tables Syllabus
      2. Solve simple trigonometric problems related to special angles Syllabus
    3. Trigonometric Tables Syllabus
      1. Read the trigonometric ratios from tables Syllabus
      2. Solve problems involving trigonometric ratios from tables Syllabus
    4. Angles of Elevation and Depression Syllabus
      1. Demonstrate angles of elevation and angles of depression Syllabus
      2. Solve Problems involving angles of elevation and angles of depression Syllabus
  10. Sets Syllabus
    1. Description of a Set Syllabus
      1. Define a set Syllabus
      2. List the members of a set Syllabus
      3. Name a set Syllabus
      4. Distinguish sets by listing and by stating the members Syllabus
    2. Types of Sets Syllabus
      1. Define a universal set and an empty set Syllabus
      2. Distinguish between finite and infinite sets Syllabus
      3. Distinguish between equivalent and equal sets Syllabus
    3. Subsets Syllabus
      1. Define a subset Syllabus
      2. List subsets of a given set Syllabus
      3. Distinguish between proper and improper subsets Syllabus
      4. Calculate the number of subsets in a set Syllabus
    4. Operations With Sets Syllabus
      1. Find union of two sets Syllabus
      2. Find the compliment of a set Syllabus
      3. Find the number of elements in the union and intersection of two sets Syllabus
    5. Venn Diagrams Syllabus
      1. Represent a sets by using venn diagrams Syllabus
      2. Interpret information from venn diagrams Syllabus
  11. Statistics Syllabus
    1. Pictograms Syllabus
      1. Display Information by pictograms Syllabus
      2. Interpret pictograms Syllabus
    2. Bar Charts Syllabus
      1. Draw horizontal and vertical bar charts Syllabus
      2. Interpret bar chart Syllabus
    3. Line Graphs Syllabus
      1. Represent data using line graphs Syllabus
      2. Interpret line graphs Syllabus
    4. Pie Chart Syllabus
      1. Display data using pie charts Syllabus
      2. Interpret pie charts Syllabus
    5. Frequency Distribution Tables Syllabus
      1. Make frequency distribution tables from raw data Syllabus
      2. Interpret frequency distribution table form raw data Syllabus
      3. Interpret frequency distribution tables Syllabus
    6. Frequency Polygons Syllabus
      1. Draw frequency polygons from frequency distribution tables Syllabus
      2. Interpret frequency polygons Syllabus
    7. Histograms Syllabus
      1. Draw histograms from frequency distribution table Syllabus
      2. Interpret histograms Syllabus
    8. Cumulative Frequency Curves Syllabus
      1. Draw cumulative frequency curves from a cumulative frequency distribution table Syllabus
      2. Interpret a cumulative frequency curve Syllabus

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