About This Course
math refers to the foundational principles and operation involved in arithmetic which include addition , subtraction, multiplication and division. it also encompasses concept such as fraction, decimals, percentage and basic algebra. Basic math is the foundation of more advanced mathematics concept and is essential for everyday talks such as measuring, budgeting and problem solving. it taught at an early age and is continually built upon in higher level of mathematical level
Learning Objectives
Here are some common mathematics learning objectives, organized by topic:
Arithmetic:
1. Perform addition, subtraction, multiplication, and division operations with whole numbers, fractions, and decimals.
2. Understand place value and rounding numbers.
3. Apply basic arithmetic operations to solve real-world problems.
Algebra:
1. Simplify expressions and solve linear equations.
2. Graph linear equations and inequalities.
3. Solve quadratic equations and systems of equations.
4. Understand functions, including domain and range.
Measurement:
1. Convert between units of measurement (length, mass, capacity).
2. Calculate perimeter, area, and volume.
3. Understand time and money concepts.
Data Analysis and Graphs:
1. Interpret and create graphs (bar, line, pie).
2. Analyze and summarize data.
3. Understand basic statistics (mean, median, mode).
Number Theory:
1. Understand divisibility rules.
2. Identify prime and composite numbers.
3. Apply basic number theory concepts (gcd, lcm).
Ratios and Proportions:
1. Understand equivalent ratios.
2. Apply proportions to solve problems.
3. Identify similar figures.
Problem-Solving:
1. Apply mathematical concepts to real-world problems.
2. Develop critical thinking and reasoning skills.
3. Communicate mathematical solutions effectively.
4. Use appropriate tools strategically.
5. Attend to precision.
By Grade Level, Elementary (Grades 1-5):
1. Basic arithmetic operations
2. Shapes and geometry
3. Measurement
4. Data analysis
Middle School (Grades 6-8):
1. Pre-algebra and algebra
2. Geometry
3. Measurement
4. Data analysis
High School (Grades 9-12):
1. Algebra
2. Geometry
3. Trigonometry
4. Statistics and probability
These objectives serve as a general outline. Specific objectives may vary depending on curriculum, region, or educational institution.
Material Includes
- To study mathematics effectively, you'll need a combination of physical and digital materials, depending on your learning preferences and the specific topics you're covering. Here's a list of materials you might need:
- Physical Materials: Textbooks: Depending on your course or self-study goals, you may need one or more textbooks that cover the relevant topics.
- Notebooks and Paper: For taking notes, working out problems, and sketching diagrams.
- Pens, Pencils, and Highlighters: Writing and highlighting tools for taking notes and marking important concepts.
- Calculator: A scientific or graphing calculator may be necessary for more advanced mathematics courses.
- Geometry Set: This includes a compass, ruler, protractor, and other geometric tools for drawing shapes and angles. Binder or Folders: Organizational tools to keep your notes and assignments in order. Graph Paper: Useful for graphing functions and visualizing data. Digital Materials:
- Computer: You'll likely need a computer to access online resources, run mathematical software, and complete assignments.
- Internet Connection: To access online tutorials, videos, and research materials.
- Math Software: Depending on your course, you might need specialized mathematical software like MATLAB or other Mathematical tools.
- Document Creation Software: Tools like Microsoft Word, LaTeX (for writing mathematical documents), or Google Docs for creating reports and assignments.
- Online Learning Platforms: If you're taking an online course, you'll need access to the platform where lectures, assignments, and quizzes are hosted.
- Digital Books and E-Resources: E-books, PDFs, and online articles for supplementary reading.
- Educational Apps: Numerous apps are available for practicing mathematical concepts and logical reasoning.
- Note-Taking Apps: Software like Microsoft One Note or Ever-note for digital note-taking.
- Email and Communication Tools: To communicate with instructors or peers when needed.
Requirements
- General Requirements:
- 1. Read and understand the problem statement.
- 2. Show all work and calculations.
- 3. Use proper mathematical notation and symbols.
- 4. Label diagrams and graphs.
- 5. Check your work for accuracy.
- Assignment Instructions:
- 1. Complete all problems assigned.
- 2. Write your name, class, and assignment number on each page.
- 3. Use a pencil or pen (unless specified).
- 4. Submit work on time.
- Problem-Solving Requirements:
- 1. Read the problem carefully.
- 2. Identify key concepts and formulas.
- 3. Break down complex problems into simpler steps.
- 4. Check units and dimensions.
- 5. Provide clear and concise explanations.
- Project Requirements:
- 1. Research and understand the topic.
- 2. Organize content logically.
- 3. Use visual aids (graphs, charts, diagrams).
- 4. Cite sources properly.
- 5. Adhere to word count or page limits.
- Presentation Requirements:
- 1. Prepare a clear and concise presentation.
- 2. Use visual aids (slides, graphs, charts).
- 3. Practice the presentation before submitting.
- 4. Adhere to time limits.
- 5. Be prepared to answer questions.
- Collaboration Requirements:
- 1. Work collaboratively with team members.
- 2. Communicate effectively.
- 3. Share resources and expertise.
- 4. Meet deadlines.
- 5. Submit joint reports.
- Submission Requirements:
- 1. Submit assignments on time.
- 2. Use designated submission format (e.g., PDF, Word doc).
- 3. Include required metadata (e.g., name, class, assignment).
- 4. Ensure originality and authenticity.
- 5. Keep a record of submissions.
- Grading Criteria:
- 1. Accuracy and correctness.
- 2. Completeness and thoroughness.
- 3. Clarity and organization.
- 4. Originality and creativity.
- 5. Adherence to instructions.
Target Audience
- Mathematics and Logic can benefit a wide rage of target audiences including: Student, Instructor and others discipline
Curriculum
4 Lessons1h 30m
ALGEBRAIC PROCESS 1
Algebra is a branch of mathematics that deals with symbols and the rules for manipulating those symbols to solve equations and analyze mathematical relationships. It involves the study of variables, constants, coefficients, equations, expressions, and operations such as addition, subtraction, multiplication, and division. Algebraic concepts and techniques are essential in various areas of mathematics, science, engineering, economics, and other fields.
Continues Assessment class
ALGEBRAIC PROCESS 113:00:00
ALGEBRAIC EXPRESSESSION/ PROCESS Algebra is a branch of mathematics that deals with symbols and the rules for manipulating those symbols to solve equations and analyze mathematical relationships. It involves the study of variables, constants, coefficients, equations, expressions, and operations such as addition, subtraction, multiplication, and division. Algebraic concepts and techniques are essential in various areas of mathematics, science, engineering, economics, and other fields.
Assignments
Assignments
ALGEBRAIC PROCESS 2
Algebra is a branch of mathematics that deals with symbols and the rules for manipulating those symbols to solve equations and analyze mathematical relationships. It involves the study of variables, constants, coefficients, equations, expressions, and operations such as addition, subtraction, multiplication, and division. Algebraic concepts and techniques are essential in various areas of mathematics, science, engineering, economics, and other fields.
ALGEBRAIC PROCESS 3
Algebra is a branch of mathematics that deals with symbols and the rules for manipulating those symbols to solve equations and analyze mathematical relationships. It involves the study of variables, constants, coefficients, equations, expressions, and operations such as addition, subtraction, multiplication, and division. Algebraic concepts and techniques are essential in various areas of mathematics, science, engineering, economics, and other fields.
TRIGONOMENTRICAL RATIO
NUMBER BASE
A number is a mathematical concept used to represent quantity or value. It can be expressed in different forms, such as whole numbers (e.g., 1, 2, 3), fractions (e.g., 1/2, 3/4), decimals (e.g., 1.5, 3.14), or even irrational numbers (e.g., √2, π). Numbers can be positive, negative, or zero, and they are used in various mathematical operations such as addition, subtraction, multiplication, and division. Numbers play a fundamental role in everyday life and are used in countless fields, including mathematics, science, finance, and engineering.
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Your Instructors
Brilliant Chord
Mathematic Made Easy Basic
Brilliant Chord is an Academic center for leaning and coaching
Student Feedback
Reviews (3)
Makes math easier for anyone to learn i love it because it also can help anyone if they are struggling with math and helps understand
I loved it. It helps me a lot so good and it help me guide me it teaches me tips anyone that get this it helps so get.
love it helps and guide you through the right part and course this will help anyone a lot
₦70,000.00₦90,000.00
Material Includes
- To study mathematics effectively, you'll need a combination of physical and digital materials, depending on your learning preferences and the specific topics you're covering. Here's a list of materials you might need:
- Physical Materials: Textbooks: Depending on your course or self-study goals, you may need one or more textbooks that cover the relevant topics.
- Notebooks and Paper: For taking notes, working out problems, and sketching diagrams.
- Pens, Pencils, and Highlighters: Writing and highlighting tools for taking notes and marking important concepts.
- Calculator: A scientific or graphing calculator may be necessary for more advanced mathematics courses.
- Geometry Set: This includes a compass, ruler, protractor, and other geometric tools for drawing shapes and angles. Binder or Folders: Organizational tools to keep your notes and assignments in order. Graph Paper: Useful for graphing functions and visualizing data. Digital Materials:
- Computer: You'll likely need a computer to access online resources, run mathematical software, and complete assignments.
- Internet Connection: To access online tutorials, videos, and research materials.
- Math Software: Depending on your course, you might need specialized mathematical software like MATLAB or other Mathematical tools.
- Document Creation Software: Tools like Microsoft Word, LaTeX (for writing mathematical documents), or Google Docs for creating reports and assignments.
- Online Learning Platforms: If you're taking an online course, you'll need access to the platform where lectures, assignments, and quizzes are hosted.
- Digital Books and E-Resources: E-books, PDFs, and online articles for supplementary reading.
- Educational Apps: Numerous apps are available for practicing mathematical concepts and logical reasoning.
- Note-Taking Apps: Software like Microsoft One Note or Ever-note for digital note-taking.
- Email and Communication Tools: To communicate with instructors or peers when needed.
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