


Trusted teacher
from102.20CNY/ h
Comprehensive Mathematics Mastery/ Basic Mathematics
#### Course Overview
This all-encompassing course is designed to provide students with a deep understanding and mastery of mathematics. Suitable for learners at various levels, this course covers fundamental concepts to advanced topics, ensuring a thorough grounding in mathematical principles.
#### What You Will Learn
1. **Basic Mathematics**:
- Arithmetic: Addition, subtraction, multiplication, division
- Fractions, decimals, and percentages
- Ratios and proportions
2. **Algebra**:
- Variables, expressions, and equations
- Linear equations and inequalities
- Quadratic equations and polynomials
- Functions and graphs
3. **Geometry**:
- Points, lines, and angles
- Triangles, quadrilaterals, and polygons
- Circles and their properties
- Coordinate geometry
4. **Trigonometry**:
- Trigonometric functions and identities
- Solving triangles
- Applications in real-world problems
5. **Calculus**:
- Limits and continuity
- Derivatives and their applications
- Integrals and their applications
- Fundamental Theorem of Calculus
6. **Statistics and Probability**:
- Descriptive statistics
- Probability theory
- Distributions (normal, binomial, etc.)
- Inferential statistics
7. **Advanced Topics**:
- Linear algebra: Matrices and determinants
- Differential equations
- Complex numbers
- Discrete mathematics
#### Who Should Enroll
- **Students**: Those in high school, college, or university seeking to strengthen their mathematical foundation.
- **Professionals**: Individuals needing mathematical skills for their careers in fields such as engineering, economics, data science, and more.
- **Lifelong Learners**: Anyone with an interest in mathematics and a desire to enhance their problem-solving abilities.
#### Course Features
- **Interactive Lessons**: Engage with interactive content that makes learning mathematics enjoyable and effective.
- **Hands-On Practice**: Work on numerous exercises and real-world problems to apply mathematical concepts.
- **Expert Instructors**: Learn from experienced educators who are passionate about teaching mathematics.
- **Flexible Learning**: Access course materials and lessons at your own pace, with options for live sessions and recorded content.
- **Supportive Community**: Join a community of learners and get help through discussion forums and study groups.
- **Certification**: Earn a certificate upon completion to demonstrate your proficiency in mathematics.
#### Prerequisites
- No specific prerequisites are required, although a basic understanding of arithmetic and elementary algebra is beneficial.
By the end of this course, you will have a comprehensive understanding of mathematics and the ability to apply mathematical concepts to solve complex problems. Join us to enhance your mathematical skills and achieve your academic and professional goals!
1. **Set Specific Goals**: Define what you want to achieve in each study session. Specific goals help maintain focus and track progress.
2. **Create a Study Schedule**: Allocate specific times for studying and stick to the schedule. Consistency is key.
3. **Active Learning**: Engage with the material actively. Summarize information in your own words, ask questions, and discuss topics with classmates.
4. **Take Breaks**: Study in intervals (e.g., 50 minutes of studying followed by a 10-minute break) to maintain concentration and avoid burnout.
5. **Use Various Resources**: Utilize textbooks, online courses, videos, and study groups to get a well-rounded understanding of the subject.
### Time Management
1. **Prioritize Tasks**: Identify which tasks are most important and tackle them first.
2. **Avoid Procrastination**: Break tasks into smaller, manageable parts to avoid feeling overwhelmed.
3. **Use Tools**: Employ tools like calendars, planners, and apps to keep track of assignments and deadlines.
### Exam Preparation
1. **Practice Past Papers**: Familiarize yourself with the exam format and types of questions that may be asked.
2. **Teach Someone Else**: Explaining the material to someone else can help reinforce your understanding.
3. **Healthy Lifestyle**: Ensure you get enough sleep, eat healthily, and exercise regularly, especially during exam periods.
### Stress Management
1. **Mindfulness and Relaxation**: Techniques such as deep breathing, meditation, and yoga can help manage stress.
2. **Seek Support**: Don’t hesitate to reach out to friends, family, or counselors if you’re feeling overwhelmed.
### Effective Note-Taking
1. **Be Organized**: Use headings, bullet points, and highlighting to make your notes clear and easy to review.
2. **Summarize Information**: Write down key points in your own words to reinforce understanding.
### Utilizing Technology
1. **Educational Apps**: Use apps designed for learning and productivity, such as flashcard apps, scheduling tools, and note-taking apps.
2. **Online Communities**: Join forums and study groups online to exchange knowledge and resources.
### Motivation and Mindset
1. **Stay Positive**: Maintain a positive attitude towards learning and remind yourself of your goals.
2. **Reward Yourself**: Set up a reward system for completing tasks to stay motivated.
### Additional Resources
1. **Library and Online Databases**: Access a wide range of academic papers, books, and journals.
2. **Tutors and Mentors**: Seek guidance from teachers, tutors, or mentors for difficult subjects.
By integrating these strategies and resources into your study routine, you can enhance your learning experience and academic performance.
This all-encompassing course is designed to provide students with a deep understanding and mastery of mathematics. Suitable for learners at various levels, this course covers fundamental concepts to advanced topics, ensuring a thorough grounding in mathematical principles.
#### What You Will Learn
1. **Basic Mathematics**:
- Arithmetic: Addition, subtraction, multiplication, division
- Fractions, decimals, and percentages
- Ratios and proportions
2. **Algebra**:
- Variables, expressions, and equations
- Linear equations and inequalities
- Quadratic equations and polynomials
- Functions and graphs
3. **Geometry**:
- Points, lines, and angles
- Triangles, quadrilaterals, and polygons
- Circles and their properties
- Coordinate geometry
4. **Trigonometry**:
- Trigonometric functions and identities
- Solving triangles
- Applications in real-world problems
5. **Calculus**:
- Limits and continuity
- Derivatives and their applications
- Integrals and their applications
- Fundamental Theorem of Calculus
6. **Statistics and Probability**:
- Descriptive statistics
- Probability theory
- Distributions (normal, binomial, etc.)
- Inferential statistics
7. **Advanced Topics**:
- Linear algebra: Matrices and determinants
- Differential equations
- Complex numbers
- Discrete mathematics
#### Who Should Enroll
- **Students**: Those in high school, college, or university seeking to strengthen their mathematical foundation.
- **Professionals**: Individuals needing mathematical skills for their careers in fields such as engineering, economics, data science, and more.
- **Lifelong Learners**: Anyone with an interest in mathematics and a desire to enhance their problem-solving abilities.
#### Course Features
- **Interactive Lessons**: Engage with interactive content that makes learning mathematics enjoyable and effective.
- **Hands-On Practice**: Work on numerous exercises and real-world problems to apply mathematical concepts.
- **Expert Instructors**: Learn from experienced educators who are passionate about teaching mathematics.
- **Flexible Learning**: Access course materials and lessons at your own pace, with options for live sessions and recorded content.
- **Supportive Community**: Join a community of learners and get help through discussion forums and study groups.
- **Certification**: Earn a certificate upon completion to demonstrate your proficiency in mathematics.
#### Prerequisites
- No specific prerequisites are required, although a basic understanding of arithmetic and elementary algebra is beneficial.
By the end of this course, you will have a comprehensive understanding of mathematics and the ability to apply mathematical concepts to solve complex problems. Join us to enhance your mathematical skills and achieve your academic and professional goals!
Extra information
### Study Tips1. **Set Specific Goals**: Define what you want to achieve in each study session. Specific goals help maintain focus and track progress.
2. **Create a Study Schedule**: Allocate specific times for studying and stick to the schedule. Consistency is key.
3. **Active Learning**: Engage with the material actively. Summarize information in your own words, ask questions, and discuss topics with classmates.
4. **Take Breaks**: Study in intervals (e.g., 50 minutes of studying followed by a 10-minute break) to maintain concentration and avoid burnout.
5. **Use Various Resources**: Utilize textbooks, online courses, videos, and study groups to get a well-rounded understanding of the subject.
### Time Management
1. **Prioritize Tasks**: Identify which tasks are most important and tackle them first.
2. **Avoid Procrastination**: Break tasks into smaller, manageable parts to avoid feeling overwhelmed.
3. **Use Tools**: Employ tools like calendars, planners, and apps to keep track of assignments and deadlines.
### Exam Preparation
1. **Practice Past Papers**: Familiarize yourself with the exam format and types of questions that may be asked.
2. **Teach Someone Else**: Explaining the material to someone else can help reinforce your understanding.
3. **Healthy Lifestyle**: Ensure you get enough sleep, eat healthily, and exercise regularly, especially during exam periods.
### Stress Management
1. **Mindfulness and Relaxation**: Techniques such as deep breathing, meditation, and yoga can help manage stress.
2. **Seek Support**: Don’t hesitate to reach out to friends, family, or counselors if you’re feeling overwhelmed.
### Effective Note-Taking
1. **Be Organized**: Use headings, bullet points, and highlighting to make your notes clear and easy to review.
2. **Summarize Information**: Write down key points in your own words to reinforce understanding.
### Utilizing Technology
1. **Educational Apps**: Use apps designed for learning and productivity, such as flashcard apps, scheduling tools, and note-taking apps.
2. **Online Communities**: Join forums and study groups online to exchange knowledge and resources.
### Motivation and Mindset
1. **Stay Positive**: Maintain a positive attitude towards learning and remind yourself of your goals.
2. **Reward Yourself**: Set up a reward system for completing tasks to stay motivated.
### Additional Resources
1. **Library and Online Databases**: Access a wide range of academic papers, books, and journals.
2. **Tutors and Mentors**: Seek guidance from teachers, tutors, or mentors for difficult subjects.
By integrating these strategies and resources into your study routine, you can enhance your learning experience and academic performance.
Location
Online via webcam
At student's location: Around French Settlement, LA, United States








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General info
Age: | Children (7-12 years old) Teenagers (13-17 years old) Adults (18-64 years old) Seniors (65+ years old) |
---|---|
Student level: | Beginner Intermediate Advanced |
Duration: | 60 minutes |
The class is taught in: | English, French, Arabic |
About Me
M. Jdia est professeur spécialisé en mathématiques, physique, calculmentale rapide ,et jeux d’intelligence,
- formateur certifié de sorbane ou abacus
- enseignant en enseignement secondaire de réadaptation dans un établissement public
au Maroc.
Education
* BAC en science expérimental et +DEUST en math et physique et informatiques + la licence en mathématiques appliqué +CERTIFICAT d'enseignement les matières scientifique par des langues étrangères +certificat de soroban(abacus)Experience / Qualifications
6 ans d'expérience dans le domaine d'enseignement ,je travaille actuellement dans un centre de soutien éducatif et le nombre des élèves plus grand en raison de la méthode d’enseignement efficace et excellente qu’il a adoptée.Ask a question
Send a message explaining your needs and Jdia will reply soon:
The more detail, the better.
Ex. "Hi, when are you available to meet for a lesson?"
Ex. "Hi, when are you available to meet for a lesson?"
Availability of a typical week
(GMT -05:00) Chicago
Mon | Tue | Wed | Thu | Fri | Sat | Sun | |
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1 | Monday at 1:00 | Tuesday at 1:00 | Wednesday at 1:00 | Thursday at 1:00 | Friday at 1:00 | Saturday at 1:00 | Sunday at 1:00 |
2 | Monday at 2:00 | Tuesday at 2:00 | Wednesday at 2:00 | Thursday at 2:00 | Friday at 2:00 | Saturday at 2:00 | Sunday at 2:00 |
3 | Monday at 3:00 | Tuesday at 3:00 | Wednesday at 3:00 | Thursday at 3:00 | Friday at 3:00 | Saturday at 3:00 | Sunday at 3:00 |
4 | Monday at 4:00 | Tuesday at 4:00 | Wednesday at 4:00 | Thursday at 4:00 | Friday at 4:00 | Saturday at 4:00 | Sunday at 4:00 |
5 | Monday at 5:00 | Tuesday at 5:00 | Wednesday at 5:00 | Thursday at 5:00 | Friday at 5:00 | Saturday at 5:00 | Sunday at 5:00 |
6 | Monday at 6:00 | Tuesday at 6:00 | Wednesday at 6:00 | Thursday at 6:00 | Friday at 6:00 | Saturday at 6:00 | Sunday at 6:00 |
7 | Monday at 7:00 | Tuesday at 7:00 | Wednesday at 7:00 | Thursday at 7:00 | Friday at 7:00 | Saturday at 7:00 | Sunday at 7:00 |
8 | Monday at 8:00 | Tuesday at 8:00 | Wednesday at 8:00 | Thursday at 8:00 | Friday at 8:00 | Saturday at 8:00 | Sunday at 8:00 |
9 | Monday at 9:00 | Tuesday at 9:00 | Wednesday at 9:00 | Thursday at 9:00 | Friday at 9:00 | Saturday at 9:00 | Sunday at 9:00 |
10 | Monday at 10:00 | Tuesday at 10:00 | Wednesday at 10:00 | Thursday at 10:00 | Friday at 10:00 | Saturday at 10:00 | Sunday at 10:00 |
11 | Monday at 11:00 | Tuesday at 11:00 | Wednesday at 11:00 | Thursday at 11:00 | Friday at 11:00 | Saturday at 11:00 | Sunday at 11:00 |
12 | Monday at 12:00 | Tuesday at 12:00 | Wednesday at 12:00 | Thursday at 12:00 | Friday at 12:00 | Saturday at 12:00 | Sunday at 12:00 |
13 | Monday at 13:00 | Tuesday at 13:00 | Wednesday at 13:00 | Thursday at 13:00 | Friday at 13:00 | Saturday at 13:00 | Sunday at 13:00 |
14 | Monday at 14:00 | Tuesday at 14:00 | Wednesday at 14:00 | Thursday at 14:00 | Friday at 14:00 | Saturday at 14:00 | Sunday at 14:00 |
15 | Monday at 15:00 | Tuesday at 15:00 | Wednesday at 15:00 | Thursday at 15:00 | Friday at 15:00 | Saturday at 15:00 | Sunday at 15:00 |
16 | Monday at 16:00 | Tuesday at 16:00 | Wednesday at 16:00 | Thursday at 16:00 | Friday at 16:00 | Saturday at 16:00 | Sunday at 16:00 |
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from 104.61 CNYOnline via webcam
from 102.20 CNYAt student's home
100% Satisfaction Guarantee
Good-fit Instructor Guarantee
If you are not satisfied after your first lesson, Apprentus will find you another instructor or will refund your first lesson.
Online reputation
- Instructor since October 2022
- Google connected
Availability of a typical week
(GMT -05:00) Chicago
Mon | Tue | Wed | Thu | Fri | Sat | Sun | |
---|---|---|---|---|---|---|---|
0 | |||||||
1 | Monday at 1:00 | Tuesday at 1:00 | Wednesday at 1:00 | Thursday at 1:00 | Friday at 1:00 | Saturday at 1:00 | Sunday at 1:00 |
2 | Monday at 2:00 | Tuesday at 2:00 | Wednesday at 2:00 | Thursday at 2:00 | Friday at 2:00 | Saturday at 2:00 | Sunday at 2:00 |
3 | Monday at 3:00 | Tuesday at 3:00 | Wednesday at 3:00 | Thursday at 3:00 | Friday at 3:00 | Saturday at 3:00 | Sunday at 3:00 |
4 | Monday at 4:00 | Tuesday at 4:00 | Wednesday at 4:00 | Thursday at 4:00 | Friday at 4:00 | Saturday at 4:00 | Sunday at 4:00 |
5 | Monday at 5:00 | Tuesday at 5:00 | Wednesday at 5:00 | Thursday at 5:00 | Friday at 5:00 | Saturday at 5:00 | Sunday at 5:00 |
6 | Monday at 6:00 | Tuesday at 6:00 | Wednesday at 6:00 | Thursday at 6:00 | Friday at 6:00 | Saturday at 6:00 | Sunday at 6:00 |
7 | Monday at 7:00 | Tuesday at 7:00 | Wednesday at 7:00 | Thursday at 7:00 | Friday at 7:00 | Saturday at 7:00 | Sunday at 7:00 |
8 | Monday at 8:00 | Tuesday at 8:00 | Wednesday at 8:00 | Thursday at 8:00 | Friday at 8:00 | Saturday at 8:00 | Sunday at 8:00 |
9 | Monday at 9:00 | Tuesday at 9:00 | Wednesday at 9:00 | Thursday at 9:00 | Friday at 9:00 | Saturday at 9:00 | Sunday at 9:00 |
10 | Monday at 10:00 | Tuesday at 10:00 | Wednesday at 10:00 | Thursday at 10:00 | Friday at 10:00 | Saturday at 10:00 | Sunday at 10:00 |
11 | Monday at 11:00 | Tuesday at 11:00 | Wednesday at 11:00 | Thursday at 11:00 | Friday at 11:00 | Saturday at 11:00 | Sunday at 11:00 |
12 | Monday at 12:00 | Tuesday at 12:00 | Wednesday at 12:00 | Thursday at 12:00 | Friday at 12:00 | Saturday at 12:00 | Sunday at 12:00 |
13 | Monday at 13:00 | Tuesday at 13:00 | Wednesday at 13:00 | Thursday at 13:00 | Friday at 13:00 | Saturday at 13:00 | Sunday at 13:00 |
14 | Monday at 14:00 | Tuesday at 14:00 | Wednesday at 14:00 | Thursday at 14:00 | Friday at 14:00 | Saturday at 14:00 | Sunday at 14:00 |
15 | Monday at 15:00 | Tuesday at 15:00 | Wednesday at 15:00 | Thursday at 15:00 | Friday at 15:00 | Saturday at 15:00 | Sunday at 15:00 |
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from 104.61 CNYOnline via webcam
from 102.20 CNYAt student's home
Good-fit Instructor Guarantee
If you are not satisfied after your first lesson, Apprentus will find you another instructor or will refund your first lesson.
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Master Math: High School & College Success Made EasyMath can be challenging, but with the right guidance, anyone can master it. This class is designed to help high school and college students build a strong foundation in mathematics, improve problem-solving skills, and gain confidence in their abilities. Whether you're preparing for exams, catching up on missed concepts, or aiming to get ahead, this class offers clear explanations, step-by-step practice, and real-world applications. We’ll cover key topics such as algebra, geometry, trigonometry, calculus, and more—tailored to your level and goals. By the end of this course, you'll not only understand math better—you'll be able to apply it with clarity and confidence.
Alexander Alvarenga
Industrial Engineering (Math/Physics and more.)Industrial engineering at the university level is the branch of engineering that focuses on the design, improvement, implementation, and operation of production systems for goods and services. Its main objective is to optimize efficiency, increase productivity, and reduce costs in various organizations. Industrial engineers apply knowledge in areas such as operations management, methods and quality engineering, project management, and business administration.
My tutoring sessions cover basic sciences (mathematics and physics), thermodynamics, and general subjects related to industrial engineering.