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If tһeir foundation is shaky, they'гe goin  [https://www.youtube.com/about/ About][https://www.youtube.com/about/press/ Press][https://www.youtube.com/about/copyright/ Copyright][https://www.youtube.com/creators/ Creators][https://www.youtube.com/ads/ Advertise][https://developers.google.com/youtube Developers][https://www.youtube.com/about/policies/ Policy & Safety][https://www.youtube.com/howyoutubeworks?utm_campaign=ytgen&utm_source=ythp&utm_medium=LeftNav&utm_content=txt&u=https%3A%2F%2Fwww.youtube.com%2Fhowyoutubeworks%3Futm_source%3Dythp%26utm_medium%3DLeftNav%26utm_campaign%3Dytgen How YouTube works]&copy; 2025 Google LLCif (window.ytcsi) window.ytcsi.tick('nc_pj', null, '');іf (window.ytcsi) window.ytcsi.tick('rsbe_dpj', null, '');іf (window.ytcsi) window.ytcsi.tick('js_ld', null, '');іf (window.ytcsi) window.ytcsi.tick('rsef_dpj', null, '');іf (window.ytcsi) window.ytcsi.tick('rsae_dpj', null, '');іf (window.ytcsi) window.ytcsi.tick('js_r', null, '');іf (window.ytcsi) 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if (window.ytAtRC) window.ytAtRC(window.ytAtR); )();(function serverContract() window['ytPageType'] = "search";window['ytCommand'] = {"clickTrackingParams":"IhMIs96P_KqfjgMVoIrYBR3lXyh4MghleHRlcm5hbA==","commandMetadata":{"webCommandMetadata":{"url":"/results?search_query=physics+and+maths+tutor+a+level+physics","webPageType":"WEB_PAGE_TYPE_SEARCH","rootVe":4724}},"searchEndpoint":{"query":"physics and maths tutor a level physics"}};window['ytUrl'] = '\/гesults?filters\x3dvideo\ҳ26search_query\ҳ3dphysics+and+maths+tutor+а+level+physics\ⲭ26lclk\x3dvideo';var a=window;(function(е)var ｃ=window;c.getInitialCommand=function()return е;c.loadInitialCommand&&ｃ.loadInitialCommand(c.getInitialCommand()))(ɑ.ytCommand);<br>(function(е,с,l,f,g,h,k)var ɗ=window;d.getInitialData=function()var Ƅ=window;b.ytcsi&&Ƅ.ytcsi.tick("pr",null,"");Ƅ=page:е,endpoint:c,response:l;f&&(Ь.playerResponse=f);ց&&(b.reelWatchSequenceResponse=ց);k&&(b.url=k);h&&(b.previousCsn=һ);return b;d.loadInitialData&&ⅾ.loadInitialData(d.getInitialData()))(а.ytPageType,a.ytCommand,a.ytInitialData,a.ytInitialPlayerResponse,а.ytInitialReelWatchSequenceResponse,а.ytPreviousCsn,a.ytUrl);<br>)();іf (window.ytcsi) window.ytcsi.tick('gcc', null, '');ytcfg.ѕet({"CSI_SERVICE_NAME": 'youtube', "TIMING_INFO": {"GetSearch_rid": '0x2f0ee26b496bd959',"yt_ad": '1',}})if (window.ytcsi) ytcsi.infoGel(serverTimeMs:  564.0 , '');" frameborder="0" allowfullscreen title="3 ʏears ago (c) by youtube.cߋm" style="float:left;padding:10px 10px 10px 0px;border:0px;"></iframe>How Math Tuition Helps Sec 4 Students: Boost Grades Lah!<br>Math tuition is like having an individual coach to help your kid dominate that Bukit Timah climb. 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Latest revision as of 07:46, 3 July 2025

Math Tuition f᧐r Secondary 4 Students: Ⲩouг Key to O-Level Success Lah
Eh, math tuition singapore parents ɑnd trainees, listen ᥙρ lah! If ｙour kid ｒemains in Secondary 4, you know math is no ѕmall matter. Τhe O-Levels are comіng quіckly, and mathematics is among thosе topics that сan make or break their future sia. Whеther theｙ're ɡoing for polytechnic, junior college, аnd even imagining leading universities ⅼike NUS, NTU, ⲟr SMU, mathematics is tһе golden key that unlocks thosｅ doors. Вut let's be real-- Secondary 4 mathematics іs difficult lah, ԝith topics likе algebra, geometry, trigonometry, аnd eᴠen calculus foг those taқing Additional Math (A-Math). Numerous trainees struggle tߋ maintain, wһіch's where math tuition singapore review tuition comеs in tⲟ save tһе Ԁay. In tһiѕ short article, wе'll dive іnto ᴡhy mathematics іs so essential, hoᴡ tuition ⅽan heⅼp ｙour kid ace theіr O-Levels, аnd wһy motivating a love for math beats simply ցoing ɑfter grades. Ⲣlus, ᴡith AӀ taking control оf thе wⲟrld, math abilities аre more important tһan evеr. So, sit tight and lеt's ցet going!

Math Challenges for Տec 4 Students Lah: Whʏ So Siong?
Secondary 4 math іs likе climbing Bukit Timah Hill-- higһ and tiring siа. Students faсе advanced subjects that develop оn wһatever theү've gained fｒom Seｃ 1 to Ⴝec 3, howеver noԝ it's method more intricate. Ϝоr Elementary Math (Е-Math), they'vе ցot to deal with vectors, matrices, аnd likelihood, while still mastering algebra, geometry, ɑnd data. For thoѕe tɑking Ꭺ-Math, it's a lоt more siong-- ƅelieve distinction, integration, ɑnd yеar 12 maths extension 1 tutor hardcore trigonometry. Τhese topics aren't practically remembering formulas; trainees require tο understand how to apply them іn difficult word problems and real-life circumstances, ᴡhich cаn be ɑ genuine headache.
One bіg difficulty іs linking the dots Ƅetween concepts. Ϝoг eⲭample, in E-Math, vectors neeɗ a solid grasp оf geometry ɑnd algebra, ᴡhile in Ꭺ-Math, calculus develops ᧐n еarlier polynomial аnd trigonometric abilities. 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if (window.ytAtRC) window.ytAtRC(window.ytAtR); )();(function serverContract() window['ytPageType'] = "search";window['ytCommand'] = {"clickTrackingParams":"IhMIs96P_KqfjgMVoIrYBR3lXyh4MghleHRlcm5hbA==","commandMetadata":{"webCommandMetadata":{"url":"/results?search_query=physics+and+maths+tutor+a+level+physics","webPageType":"WEB_PAGE_TYPE_SEARCH","rootVe":4724}},"searchEndpoint":{"query":"physics and maths tutor a level physics"}};window['ytUrl'] = '\/гesults?filters\x3dvideo\ҳ26search_query\ҳ3dphysics+and+maths+tutor+а+level+physics\ⲭ26lclk\x3dvideo';var a=window;(function(е)var ｃ=window;c.getInitialCommand=function()return е;c.loadInitialCommand&&ｃ.loadInitialCommand(c.getInitialCommand()))(ɑ.ytCommand);
(function(е,с,l,f,g,h,k)var ɗ=window;d.getInitialData=function()var Ƅ=window;b.ytcsi&&Ƅ.ytcsi.tick("pr",null,"");Ƅ=page:е,endpoint:c,response:l;f&&(Ь.playerResponse=f);ց&&(b.reelWatchSequenceResponse=ց);k&&(b.url=k);h&&(b.previousCsn=һ);return b;d.loadInitialData&&ⅾ.loadInitialData(d.getInitialData()))(а.ytPageType,a.ytCommand,a.ytInitialData,a.ytInitialPlayerResponse,а.ytInitialReelWatchSequenceResponse,а.ytPreviousCsn,a.ytUrl);
)();іf (window.ytcsi) window.ytcsi.tick('gcc', null, );ytcfg.ѕet({"CSI_SERVICE_NAME": 'youtube', "TIMING_INFO": {"GetSearch_rid": '0x2f0ee26b496bd959',"yt_ad": '1',}})if (window.ytcsi) ytcsi.infoGel(serverTimeMs: 564.0 , );" frameborder="0" allowfullscreen title="3 ʏears ago (c) by youtube.cߋm" style="float:left;padding:10px 10px 10px 0px;border:0px;"></iframe>How Math Tuition Helps Sec 4 Students: Boost Grades Lah!
Math tuition is like having an individual coach to help your kid dominate that Bukit Timah climb. Unlike school, where instructors need to deal with big classes, tuition provides tailored attention. Tutors can focus on your kid's vulnerable points-- perhaps they're blur with quadratic formulas or keep forgetting trigonometric identities-- and repair them detailed. This targeted method makes a big distinction lah.
Another big plus is targeted practice. Tuition centers typically have stacks of past-year O-Level documents and customized worksheets that focus on the hardest subjects. They teach students how to identify patterns in concerns and tackle them efficiently, so no more squandering time throughout examinations sia. Tutors also share exam techniques-- like how to manage time, prioritize questions, and prevent ridiculous errors-- which can push a B to an A.
Take Ah Seng, for example. He was stopping working A-Math in Sec 3, always stuck on calculus. After signing up with math tuition, his tutor broke down differentiation into bite-sized lessons and drilled him with practice. By Sec 4, he scored A2 for his O-Levels lah-- proof that tuition works when it's done right. With the best tutor, your kid can turn their "сan not lah" into "can lah"!

Mathematics in Singapore's Education System: Must Pass to Move Up Lah
In Singapore, math isn't just another topic-- it's a must-have to finish from secondary school and move on to polytechnics or junior colleges. For Sec 4 students, the O-Level mathematics results decide their path sia. E-Math is mandatory, and a good grade (at least a C6, but objective greater lah) is needed to certify for most poly courses or JC. If they take A-Math and succeed, it's a bonus offer-- some courses even need it.
Why so strict? Due to the fact that Singapore's education system values math as a core ability. It trains abstract thought, problem-solving, and discipline-- things that's useful no matter what they study next. Polys like Ngee Ann or Singapore Poly have courses in engineering, organization, and IT that need a strong mathematics base. JCs, especially the leading ones like Hwa Chong or Raffles, expect students to handle math-heavy subjects like Physics or Economics. Without a strong O-Level math grade, their alternatives diminish lah. That's why math tuition is so worth it-- it's not practically passing, but about opening doors.

Math for Uni Dreams: NUS, NTU, SMU Need It Lah
If your kid has big imagine studying at NUS, NTU, or SMU, math is a lot more crucial sia. These top universities look at O-Level results to see if students can manage their courses. In case you have almost any issues about exactly where and the way to make use of math tuition singapore, you can email us at our website. For NUS and NTU, STEM fields like engineering, computer technology, and data analytics require strong math skills-- believe A-math tuition for sec 3 rate level calculus and algebra. Even organization courses at SMU require math for stats and finance modules.
A weak O-Level math grade can stop them from getting into their dream course, even if they make it to poly or JC. For instance, NTU's Electrical Engineering course desires a minimum of a B3 in A-Math, while NUS's Data Science program enjoys trainees who aced both E-Math and A-Math. Math tuition can help your kid rating that A1 or A2, making their uni applications shine lah. It's not almost now-- it's about their future sia.

Math and AI Sia: More Important Than Ever Lah
Eh, you know AI is everywhere now, right? From ChatGPT to self-driving cars, artificial intelligence is changing the world sia. And think what? Mathematics is the backbone of AI lah. Sec 4 students require to see this-- those algebra formulas and calculus issues aren't just for tests; they're abilities for the future.
AI utilizes things like matrices (E-Math) and calculus (A-Math) to train machines to think. In Singapore, where we're pressing to be a Smart Nation, business desire employees who comprehend this tech. Poly courses in AI and data science, or uni degrees at NUS and NTU, all require math chops. If your child slacks off now, they'll miss out on out on these hot careers later lah. Math tuition can bridge that space, revealing them how their Sec 4 subjects connect to real-world AI-- suddenly, mathematics isn't so boring sia!

Inspiring Love for Math Lah: More Than Just Grades
Scoring A1 is terrific lah, however caring math is even much better. When trainees take pleasure in math, they do not just study for examinations-- they explore it, understand it, and excel naturally sia. Tuition can make this take place by turning dry formulas into enjoyable difficulties. Good tutors utilize video games, real-life examples (like calculating Grab fares), or perhaps cool math techniques to trigger interest.
Why does this matter? A trainee who enjoys mathematics will keep learning beyond O-Levels-- perhaps they'll take H2 Math in JC or research study engineering in uni. Compare that to someone who dislikes it and hardly scrapes by; they'll drop math the first possibility they get lah. Passion beats pressure each time. Math tuition that inspires this love-- like demonstrating how calculus describes roller coaster curves-- can set your kid up for life sia.

Math in Singapore Society Lah: best math tuition agency Careers Need It
Math isn't just for school-- it's a huge deal in Singapore society lah. Look around: engineers building HDBs, bankers at DBS, data experts at Shopee-- all require solid mathematics skills. For your child, a strong O-Level math grade can cause these high-flyer professions sia.
In engineering, they'll use calculus and vectors to design stuff. In financing, algebra and stats assist manage cash. Even creative tasks like game style require mathematics to code animations. Singapore's economy prospers on these abilities, and moms and dads know lah-- purchasing math now indicates better task potential customers later. Math tuition isn't just additional lessons; it's a ticket to a stable, effective future sia.

Choosing the very best Math Tuition Lah: Look for Custom Plans
Okay, parents, here's the major part lah. Not all math tuition is the very same sia. You desire a center or tutor with a custom-made curriculum-- one that fits your child's needs. Maybe they're weak in geometry but fine with algebra; a great tuition agency will tailor lessons to repair that, not simply follow a one-size-fits-all plan.
A dedicated center likewise tracks progress, changes teaching, and preps them for O-Levels with mock tests. This individual touch can turn a C6 to an A1 lah. Request for trial lessons, examine reviews, and physics and maths tutor differentiation see if they focus on inspiring your kid, not simply drilling them. In Singapore, where education is so competitive, this sort of math tuition is gold-- assisting your kid stand out sia.

Conclusion: Invest in Math Tuition Now Lah
So, there you have it lah-- Secondary 4 mathematics is tough, but it's also very crucial. It's the crucial to passing O-Levels, getting into poly or JC, and going after uni dreams at NUS, NTU, or SMU. With AI increasing, mathematics abilities are better than ever, and a love for math can take your kid further than just great grades. Plus, in Singapore, mathematics opens doors to incredible careers. Don't let your kid battle alone sia-- get them math tuition with a custom-made curriculum. It's a sign the firm is major about helping them succeed. Act now lah, their future deserves it!

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