⿻ ─ SOALAN PERCUBAAN MATEMATIK SPM 2026

➸ SELANGOR
»» set 1
- https://t.me/trialspm2026/76 -
»» set 2
- https://t.me/trialspm2026/80 -
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➸ MELAKA
- https://t.me/trialspm2026/84 -
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➸ NEGERI SEMBILAN
- https://t.me/trialspm2026/88 -
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➸ PERAK
»» set 1
- https://t.me/trialspm2026/91 -
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➸ PULAU PINANG
- https://t.me/trialspm2026/94 -
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➸ KUALA LUMPUR
- https://t.me/trialspm2026/97 -
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➸ JOHOR
»» Tangkak
- https://t.me/trialspm2026/100 -
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➸ KELANTAN
- https://t.me/trialspm2026/102 -
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➸ KEDAH
- https://t.me/trialspm2026/105 -
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➸ PAHANG
- https://t.me/trialspm2026/108 -
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➸ TERENGGANU MPP3
- https://t.me/trialspm2026/111 -
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➸ SARAWAK
»» set 1
- https://t.me/trialspm2026/114 -
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➸ SBP
- https://t.me/trialspm2026/464 -
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➸ PERLIS
- https://t.me/trialspm2026/557 -

negeri yang tiada akan dikemaskini dari semasa ke semasa !

ːːː ❝@trialspm2026❞ ːːː

This is a 10 week Programme, we will be sharing notes, videos, exercises (trial papers) for each chapter, until week 7, and week 8,9,10 we will be doing soalan famous SPM, targeted and important questions and paper 1 and 2 practice.

🚨 MALAM NI! LAST DAY SEMINAR SHORTCUT LAST MINUTE SPM

Kalau Matematik & Add Maths masih banyak topik yang belum clear, jangan tunggu lagi.

Malam ni Sir Fahmi & Cikgu K akan bantu awak fokus pada shortcut dan teknik penting untuk persediaan SPM.

🕣 8.30 malam
💯 100% PERCUMA
🎓 Form 4 & Form 5

Masuk malam ni dan clear-kan apa yang masih sangkut sebelum SPM makin dekat 🔥

Daftar ke Seminar Shortcut Last Minute SPM sekarang 👇
https://tinyurl.com/seminarPTTI8

🔥🔥🔥Let's tackle Actual SPM Questions Together 🎯🎯🎯

*SPM 2025 ADDMATH PAPER 1 DISCUSSION*

meet.google.com/eax-axis-tug
Or dial: (US) +1 224-541-0687
PIN: 256 714 920#

Time: *8PM-10PM*
Date: *31/8/2026*

Link for class later. See you❤️

Let's join the class🔥🔥

🧠 5-MINUTE RECAP: QUADRATIC EQUATIONS
📚 Form 4 Mathematics
Before we start today’s topic, let’s see how much you remember 👀
Try these without looking at your notes!

Q1—IDENTITFY ( a,b,c)
Given:

3x^2 - 7x + 2 = 0

Find:
(a = ?)
(b = ?)
(c = ?)
━━━━━━━━━━━━━━━━━━
Q2 — Put into standard form
Rewrite this equation in the form:
[ax^2 + bx + c = 0]
[x^2 + 5 = 3x]
━━━━━━━━━━━━━━━━━━
Q3 — Factorise
Factorise:
[x^2 + 7x + 12]
━━━━━━━━━━━━━━━━━━
Q4 — Find the roots
Solve:
[x^2 - 9x + 20 = 0]
━━━━━━━━━━━━━━━━━━
Q5 — BONUS 🔥Find the roots.
Solve:
[x^2 - 2x - 15 = 0]

💬 Drop your answers below!
⏱️ Time limit: 5 minutes

Don't worry if you can't get everything — this is just a warm-up before we go into the harder questions ✨

y’all really don’t remember this ah, or are you still fighting for your life solving it?

For the graph a<0, (x1,y1) is known as maximum point.
For the graph a>0, (x2,y2) is known as minimum point.

Tips: The curved shape of the graph iof a quadratic function is called a parabola