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Course / Course Details

FORM 2 MATHEMATICS

  • Secondary Mathematics Tutor image

    By - Secondary Mathematics Tutor

  • 8 students
  • 166 Hours 40 Min
  • (0)

Course Requirements

  • Regular Attendance and Participation: Actively participate in class discussions, ask questions, and contribute your ideas.
  • Complete Assignments: Finish assigned homework problems, exercises, and projects on time and to the best of your ability.
  • Practice Exercises: Diligently complete practice problems to solidify your understanding and develop fluency.
  • Assessments: Participate in class quizzes, periodic tests, and a final exam to assess your progress and mastery of concepts.
  • Learning Resources: Utilize the Ministry of Secondary Education approved Form 1 Mathematics textbook and any additional materials provided by the teacher.

Course Description

Welcome to Form 2 Mathematics! Get ready to embark on an exciting adventure in the world of numbers and problem-solving. This course will lay the foundation for your future mathematical endeavors, equipping you with essential skills and knowledge. Through interactive lessons, engaging activities, and practice exercises, you'll develop your logical thinking, computational fluency, and problem-solving abilities.


Course Outcomes

  • Master the fundamentals: Solidify your understanding of basic arithmetic operations (addition, subtraction, multiplication, division) with whole numbers, decimals, and fractions.
  • Develop computational fluency: Become proficient in performing calculations accurately and efficiently.
  • Sharpen your problem-solving skills: Learn to identify patterns, analyze situations, and apply mathematical concepts to solve problems.
  • Strengthen your logical thinking: Develop your ability to reason logically, draw conclusions based on evidence, and follow multi-step processes.
  • Embrace estimation: Learn the power of estimation for quick approximations and problem-solving strategies.
  • Explore measurement: Understand different units of measurement for length, weight, capacity, and time, and perform conversions between units.
  • Introduction to Algebra: Gain exposure to basic algebraic concepts like variables, expressions, and equations.
  • Enhance communication skills: Learn to present your mathematical work clearly and concisely using appropriate mathematical language.

Course Curriculum

  • 14 chapters
  • 77 lectures
  • 0 quizzes
  • 166 Hours 40 Min total length
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1 Whole number powers
5 Min


1 Negative and zero exponents
5 Min


2 Laws of indices (quotient rule)
5 Min


3 Laws of indices (power rule)
5 Min


4 Laws of indices (product rule)
5 Min


5 Laws of indices (n1 =n)
5 Min


1 Precision and significant digits
5 Min


2 the set of rational numbers and operations (simplify)
5 Min


3 the set of rational numbers and operations (add opposite)
5 Min


4 the set of rational numbers and operations (find absolute value)
5 Min


5 the set of rational numbers and operations (expressed as a rational number)
5 Min


6 Fibonacci sequence
5 Min


7 Elementary sequence
5 Min


8 Cube roots
5 Min


9 Square roots
5 Min


10 Scientific notation
5 Min


11 the set of rational numbers and operations (evaluate long division)
5 Min


12 Rounding and estimating decimals (round down)
5 Min


13 Rounding and estimating decimals (round up)
5 Min


14 Estimating and rounding whole numbers
5 Min


1 Problem application (currency exchange)
5 Min


2 Problem application (commission)
5 Min


3 Problem application (compound interest) EX 1
5 Min


4 Problem application (simple interest)
5 Min


5 Problem application (gain or loss percent)
5 Min


6 Profit and loss (loss)
5 Min


7 Profit and loss (profit)
5 Min


8 Inverse variation
5 Min


9 Direct variation
5 Min


1 Multiplying and dividing integers (rule of BODMAS)
5 Min


2 Multiplying and Dividing integers
5 Min


3 Adding and subtracting integers (associative properties)
5 Min


4 Adding and Subtracting integers
5 Min


5 Half open and half close interval
5 Min


6 Intervals in R (open interval)
5 Min


7 Intervals in R (closed interval)
5 Min


8 Graphing set of numbers on a real number line
5 Min


9 Difference between rational and irrational numbers (real numbers)
5 Min


10 Set of integers, number line, whole numbers and their opposite
5 Min


1 Mediator - horizontal or vertical distance between two points Angles
5 Min


2 Distance in the coordinate plane
5 Min


3 Parallel and coplanar lines
5 Min


1 Angle of a triangle
5 Min


2 Alternate interior and exterior angles (Z angles)
5 Min


3 Corresponding angles
5 Min


4 Interior and exterior angles
5 Min


5 Supplementary angles
5 Min


1 Side-angle-side postulate
5 Min


2 Similar figures and their properties
5 Min


3 Scale drawing
5 Min


4 Linear functions and affine functions
5 Min


5 Equations and functions (function rule)
5 Min


6 Midpoints in the coordinate plane
5 Min


7 Distance in the coordinate plane
5 Min


8 Plotting points in the rectangular coordinates
5 Min


9 Pythagorean theorem
5 Min


10 Angle-side-angle postulate
5 Min


11 Polygon (regular, concave and convex)
5 Min


12 Congruent triangle
5 Min


13 Symmetry (rotational and point symmetry)
5 Min


14 Applications of similar polygon
5 Min


15 Constructing an inscribed square
5 Min


16 Construction of a convex regular polygon
5 Min


1 Volume of prisms and pyramids
5 Min


2 Surface area of prism and pyramids
5 Min


3 Problem solving applications (spatial visualization)
5 Min


4 Properties
5 Min


1 Frequency tables
5 Min


2 histogram
5 Min


3 Line graphs
5 Min


4 Bar graphs
5 Min


5 Working with graphs (pictographs)
5 Min


1 Range
5 Min


2 . Mode
5 Min


3 Median
5 Min


4 Mean
5 Min


5 Three types of measures of central tendency (mean, median, and mode}
5 Min


Instructor

Secondary Mathematics Tutor

our secondary mathematics tutor plays a crucial role in helping students grasp complex mathematical concepts, develop problem-solving skills, and build confidence in their abilities. 

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