Difference between revisions of "Navigating The Critical Crossroads: Why Secondary 2 Math Tuition In Singapore Matters More Than You Think"

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ƅ;d.loadInitialData&&Ԁ.loadInitialData(ԁ.getInitialData()))(a.ytPageType,ɑ.ytCommand,a.ytInitialData,а.ytInitialPlayerResponse,а.ytInitialReelWatchSequenceResponse,ɑ.ytPreviousCsn,a.ytUrl);<br>)();іf (window.ytcsi) window.ytcsi.tick('gcc', null, '');ytcfg.ѕet({"CSI_SERVICE_NAME": 'youtube', "TIMING_INFO": {"GetSearch_rid": '0xd89048Ь5485a9420',"yt_ad": '1',}})іf (window.ytcsi) ytcsi.infoGel(serverTimeMs:  693.0 , '');" frameborder="0" allowfullscreen title="2 yeaгs ago (c) by youtube.com" style="float:ⅼeft;padding:10px 10px 10px 0px;border:0px;"></iframe>Secondary 2 in Singapore isn't simply another school year; it's a pivotal academic crossroads. 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Revision as of 03:34, 2 July 2025

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if (window.ytAtRC) window.ytAtRC(window.ytAtR); )();(function serverContract() window['ytPageType'] = "search";window['ytCommand'] = {"clickTrackingParams":"IhMI28v64P-cjgMVNi23AB03oh7GMghleHRlcm5hbA==","commandMetadata":{"webCommandMetadata":{"url":"/results?search_query=math+vision+tuition+center","webPageType":"WEB_PAGE_TYPE_SEARCH","rootVe":4724}},"searchEndpoint":{"query":"math vision tuition center"}};window['ytUrl'] = '\/гesults?filters\ⲭ3dvideo\ҳ26search_query\х3dmath+vision+tuition+center\ҳ26lclk\x3dvideo';var а=window;(function(e)var c=window;c.getInitialCommand=function()return e;ϲ.loadInitialCommand&&ϲ.loadInitialCommand(с.getInitialCommand()))(ɑ.ytCommand);
(function(е,c,l,f,g,h,k)var d=window;d.getInitialData=function()var Ƅ=window;b.ytcsi&&b.ytcsi.tick("pr",null,"");b=page:e,endpoint:ϲ,response:l;f&&(ƅ.playerResponse=f);ɡ&&(Ƅ.reelWatchSequenceResponse=ɡ);k&&(b.url=k);h&&(Ƅ.previousCsn=һ);return ƅ;d.loadInitialData&&Ԁ.loadInitialData(ԁ.getInitialData()))(a.ytPageType,ɑ.ytCommand,a.ytInitialData,а.ytInitialPlayerResponse,а.ytInitialReelWatchSequenceResponse,ɑ.ytPreviousCsn,a.ytUrl);
)();іf (window.ytcsi) window.ytcsi.tick('gcc', null, );ytcfg.ѕet({"CSI_SERVICE_NAME": 'youtube', "TIMING_INFO": {"GetSearch_rid": '0xd89048Ь5485a9420',"yt_ad": '1',}})іf (window.ytcsi) ytcsi.infoGel(serverTimeMs: 693.0 , );" frameborder="0" allowfullscreen title="2 yeaгs ago (c) by youtube.com" style="float:ⅼeft;padding:10px 10px 10px 0px;border:0px;"></iframe>Secondary 2 in Singapore isn't simply another school year; it's a pivotal academic crossroads. The math concepts introduced here-- algebra intensifies, geometry ends up being more abstract, data gain intricacy-- form the bedrock for the demanding O-Level E-Math and A-math tuition primary curricula (like Syllabus 4048) in the years ahead. Most importantly, performance in Secondary 2 math tuition primary greatly affects subject streaming at the end of the year, determining a student's path (Express, Normal Academic, Normal Technical) and future alternatives. For many Singaporean parents enjoying their child grapple with this transition, Secondary 2 math tuition isn't a high-end; it's often a strategic necessity to secure a strong foundation and future opportunities.

Why Secondary 2 Math is a Make-or-Break Year

Foundations for O-Level Success: Secondary 2 math isn't isolated. It directly feeds into the crucial Secondary 3 and 4 curriculum. Key subjects like:

Algebra: Expansion and factorization of intricate expressions, resolving more difficult direct and quadratic formulas, algebraic portions.
Geometry: Deductive geometry evidence, properties of circles, Pythagoras' Theorem and Trigonometry in right-angled triangles (SOH CAH TOA), principles of congruence and similarity.
Graphs: Linear graphs, quadratic graphs, analyzing gradients and intercepts.
Statistics: More advanced information analysis, probability concepts.
An unstable understanding here implies having a hard time immensely when these principles are built on with functions, even more trigonometry, coordinate geometry, and calculus in subsequent years.
Streaming Determines Trajectory: Perhaps the most considerable pressure point. At the end of Secondary 2, trainees are streamed based mostly on their academic efficiency, especially in core topics like Math and English. Strong math grades are important for getting in the Express stream, which is the main path towards taking O-Levels and pursuing Junior College (JC) or Polytechnic. Falling back in Sec 2 math can restrict a student's options substantially, potentially placing them on a different academic trajectory than they or their moms and dads imagined.

Increased Abstraction and Pace: The dive from Secondary 1 to Secondary 2 math is significant. Concepts become less concrete and more abstract. The rate of mentor accelerates as the curriculum broadens. Trainees who handled well in Sec 1 with rote learning typically struck a wall in Sec 2, where deeper conceptual understanding and analytical abilities are critical.

Structure Mathematical Confidence: This is a vital age where mindsets towards math solidify. Consistent battle and bad grades can result in math anxiety, disengagement, and a repaired state of mind (" [Redirect-302] Ι'm simply bad at math"). On the other hand, getting rid of difficulties and grasping principles constructs self-confidence that fuels motivation and resilience for the tougher years ahead.

Typical Challenges Secondary 2 Math Students Face

Algebraic Hurdles: Moving beyond basic formulas to controling intricate expressions, factorizing quadratics, and fixing inequalities can be bewildering. Students frequently have problem with the abstract nature of letters representing numbers and variables.
Geometry Proofs: Shifting from calculating angles to rationally proving geometric relationships needs a various type of thinking. Lots of students find building clear, step-by-step arguments challenging.
Trigonometry Concepts: Understanding sine, cosine, tangent (SOH CAH TOA) and using them properly in issues involving right-angled triangles is a typical stumbling block.
Problem-Solving Deficits: The capability to decode word issues, recognize appropriate concepts, and use appropriate techniques is a skill that numerous Sec 2 trainees are still establishing. They may know formulas but battle to understand when and how to utilize them.
Gaps from Secondary 1: Weaknesses in fundamental Sec 1 topics (like standard algebra, number operations, simple geometry) become glaringly obvious and debilitating in Sec 2.
Time Management & Exam Technique: As work boosts, managing modification and establishing reliable techniques for tests and tests becomes essential, yet many trainees do not have these skills.
How Effective Secondary 2 Math Tuition Makes a Difference

An excellent tuition center, specifically attuned to the subtleties of the Secondary 2 Singapore Math syllabus, addresses these difficulties head-on:

Filling Foundational Gaps: Tutors methodically identify and address weaknesses stemming from Secondary 1 or earlier. You can't construct a durable house on unstable ground.
Demystifying Abstract Concepts: Skilled tutors utilize clear descriptions, visual aids, physics and maths tutor s1 past papers relatable examples, and varied examples to make abstract algebra and geometry concepts concrete and understandable. They concentrate on the "why" behind the "һow.".
Mastering Problem-Solving Strategies: Tuition goes beyond teaching formulas. It gears up students with frameworks and heuristics to tackle varied issue types: breaking down word issues, recognizing key info, picking the best technique, and math tuition primary tutor palo alto for grade school and middle school inspecting responses rationally.
Building Confidence in Proofs: Tutors guide trainees through the sensible actions of geometric evidence, teaching them the language and structure needed, turning a source of frustration into a manageable skill.
Targeted Practice & Application: Centers provide concentrated practice on difficult topics and past school exam documents, using ideas in exam-style contexts. This develops fluency and exposes students to the range of questions they'll experience.
Establishing Essential Skills: Tutors explicitly teach time management strategies, examination strategies (e.g., managing time per concern, examining work), and reliable research study habits specific to math tuition primary.
Personalized Attention & Pace: Smaller class sizes (compared to school) allow tutors to find specific battles rapidly, provide immediate feedback, and change explanations to fit different learning styles. A shy trainee gets the opportunity to ask questions they might hold back in a big class.
Enhancing Confidence & Motivation: As understanding enhances and grades begin to show effort, trainees get self-confidence. An encouraging tutor fosters a positive attitude towards math, minimizing anxiety and motivating perseverance.
Choosing the Right Secondary 2 Math Tuition Centre.

Not all tuition centers are equivalent. When picking one for your Sec 2 kid, focus on:.

Tutor Expertise & MOE Insight: Seek tutors with strong qualifications and, ideally, experience mentor the Singapore Secondary Math syllabus (specifically Sec 2). Former MOE teachers bring invaluable insight into curriculum expectations and typical pitfalls.
Focus on Conceptual Understanding: Avoid centers that simply drill previous papers. The best tutors make sure students grasp the underlying concepts before using them thoroughly. Inquire about their mentor philosophy.
Diagnostic Assessment: Reputable centers frequently start with an evaluation to determine specific weak points and tailor their technique appropriately.
When you liked this informative article in addition to you wish to obtain more info about math tuition singapore price kindly go to our web site. Small Class Size: Look for groups little enough (preferably 6-10 students) to guarantee your kid receives individual attention and isn't lost in the crowd.
Relevant & Updated Materials: Notes and worksheets should be clear, well-structured, lined up with the current MOE curriculum, and gradually challenging. Inclusion of topical school documents is a plus.
Regular Feedback: Choose centers that provide useful feedback on your child's development, both through significant work and regular updates or assessments.
Trial Lesson: Always demand a trial lesson. This is the best method for your kid to experience the mentor design, tutor relationship, and class environment firsthand. Their comfort is essential.
Alignment with School Pace: Ensure the tuition matches, instead of rushes ahead of or lags behind, the school's teaching schedule.
The Impact: More Than Just Grades.

Think about Aisha, a Secondary 2 student who regularly scored C6 in math. She discovered algebra confusing and dreadful geometry evidence. Her parents registered her in a tuition center understood for its patient, concept-focused technique. The tutor determined spaces in her Sec 1 algebra and hung around restoring that structure. They utilized visual models for factorization and broke down evidence into workable steps. Routine practice with targeted feedback assisted Aisha establish problem-solving techniques. By the end of Sec 2, not only had her grade enhanced to a B4, considerably strengthening her Express stream placement possibilities, however her attitude towards math tuition primary transformed. She walked into Sec 3 E-Math and A-Math classes feeling ready, not worried.

Conclusion: Investing in the Foundation.

Secondary 2 math is even more than simply another year of schoolwork; it's the crucial launchpad for a student's upper secondary scholastic journey and future pathways. The challenges are genuine-- increased abstraction, requiring subjects, and the high stakes of streaming. While school teachers do their best, the whatsapp math tuition large class sizes and curriculum speed indicate some trainees undoubtedly need extra support. Efficient Secondary 2 math tuition provides that targeted support: filling gaps, constructing deep conceptual understanding, developing analytical abilities, and most importantly, bring back or building confidence. For Singaporean parents navigating this essential year, picking the best tuition support isn't about being "kiasu"; it's a proactive and tactical investment in protecting a strong mathematical structure, opening doors to future scholastic choices, and empowering their kid with the abilities and self-confidence to be successful not simply in Sec 3 and 4, however in the quantitative obstacles of life beyond school. Don't wait on struggles to end up being crises; check out helpful Secondary 2 math tuition alternatives early.<iframe width="640" height="360" src="//www.youtube.com/embed/https://www.youtube.com/watch?v=TeF09H13qyI" frameborder="0" allowfullscreen title="12 years ago (c) by youtube.com" style="float:right;padding:10px 0px 10px 10px;border:0px;"></iframe>

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