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Emmanuel
- Rate €3
- Response 1h
€3/h
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- Maths
- Algebra
- Trigonometry
- Arithmetic
- Algorithms
Dedicated & results-driven Mathematics Tutor with 3+ years of experience delivering high quality instruction, fostering a positive learning environment for students. Simplifying complex concepts & ta
- Maths
- Algebra
- Trigonometry
- Arithmetic
- Algorithms
Lesson location
About Emmanuel
I'm Okeso Emmanuel Ikeike by name, and I have a diverse background that spans across both the fields of mathematics and social media marketing. With over 3 years of experience in teaching mathematics in both the public and private sectors, I have had the privilege of working with students of varying skill levels, helping them not only improve their academic performance but also develop a genuine appreciation for the subject. My approach to tutoring has always been focused on creating an engaging learning environment, breaking down complex concepts into manageable steps, and encouraging critical thinking. Alongside my work in education, I am currently a freelance social media marketing strategist. In this role, I have had the opportunity to collaborate with over 1,000 brands and businesses from different industries. I help them establish and grow their online presence, create compelling marketing strategies, and increase profitability. The work I do is focused on building strong, results-driven campaigns that align with my clients' goals, from increasing brand visibility to enhancing customer engagement and boosting sales. Looking toward the future, I am excited to continue growing in both fields. In education, I aim to leverage technology and digital tools to reach more students, potentially creating online courses or platforms that provide math resources and tutoring. In social media marketing, I want to further explore new trends in the industry, utilizing data-driven strategies to help my clients stay ahead of the curve and maximize their online potential. Both of these paths are deeply fulfilling to me, and I see them as interconnected, as both require creativity, strategic thinking, and a passion for helping others succeed. I’m excited about the opportunity to contribute my skills and experiences in new and meaningful ways.
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About the lesson
- Primary
- Junior Cycle
- Transition Year
- +8
levels :
Primary
Junior Cycle
Transition Year
Fifth Year
Sixth Year
Adult education
Bachelor's degree
Master's degree
Diploma
Doctorate degree
Leaving Certificate
- English
All languages in which the lesson is available :
English
1. Initial Assessment & Relationship Building
- Diagnostic Evaluation: Conduct a brief assessment to gauge the student's current understanding, strengths, and gaps. Use a mix of conversational questions and problem-solving exercises.
- Learning Style Identification: Determine if the student thrives with visual aids (diagrams, graphs), auditory explanations, kinesthetic activities (manipulatives), or a blend.
- Rapport Establishment: Create a welcoming, judgment-free zone to foster trust. Share relatable math struggles to normalize challenges.
2. Collaborative Goal Setting
- SMART Goals: Set Specific, Measurable, Achievable, Relevant, and Time-bound objectives (e.g., "Master quadratic equations within 3 weeks").
- Short-Term Wins: Break goals into weekly milestones (e.g., "Solve linear equations confidently by next session") to build momentum.
- Long-Term Vision: Align goals with broader aspirations (e.g., acing exams, STEM career readiness).
3. Tailored Instruction & Engagement
- Differentiated Lessons: Adapt content delivery to the student’s learning style. For example:
- Visual: Use color-coded steps or geometric sketches.
- Auditory: Explain concepts through storytelling or mnemonics.
- Kinesthetic: Incorporate puzzles or real-world tasks (e.g., budgeting).
- Real-World Connections: Relate topics to interests (e.g., sports statistics for probability, game design for algebra).
- Interactive Sessions: Encourage "think-aloud" problem-solving and collaborative exploration instead of passive listening.
4. Growth Mindset & Emotional Support
- Mistake Normalization: Frame errors as learning opportunities. Analyze mistakes together to identify misconceptions.
- Effort Praise: Celebrate persistence (e.g., "Your dedication to trying different methods paid off!").
- Confidence Building: Gradually increase problem difficulty to stretch skills without overwhelming.
5. Feedback & Adaptability
- Weekly Check-Ins: Ask the student, "What worked this week? What felt confusing?" Adjust pace/content accordingly.
- Progress Tracking: Use mini-quizzes or concept maps to visualize improvement. Share results to motivate.
- Flexible Scheduling: Offer rescheduling options and emergency sessions before exams.
6. Resource Integration
- Custom Tools: Provide curated problem sets, annotated examples, or flashcards targeting the student’s needs.
- Tech Integration: Recommend apps (e.g., Desmos, Khan Academy) for practice; use screen-sharing for virtual tutoring.
7. Critical Thinking & Problem-Solving Focus
- Strategy Scaffolding: Teach structured approaches (e.g., "CUBES" for word problems: Circle key numbers, Underline the question, etc.).
- Open-Ended Questions: Ask, "How else could you approach this?" or "What pattern do you notice?" to deepen understanding.
8. Parental/Guardian Collaboration (If Applicable)
- Transparent Updates: Share progress summaries and areas needing home support (e.g., multiplication practice).
- Resource Sharing: Suggest at-home activities (e.g., cooking for fractions) to reinforce concepts.
9. Continuous Improvement
- Reflective Practice: Post-session, note what strategies resonated and where adjustments are needed.
- Professional Development: Stay updated on pedagogy trends and math competitions to inspire advanced students.
10. Exam/Test Preparation (As Needed)
- Timed Practice: Simulate test conditions to reduce anxiety.
- Error Analysis: Review past exams to target weak spots.
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Rates
Rate
- €3
Pack prices
- 5h: €15
- 10h: €30
online
- €3/h
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