Junior Academic (Class 8) • Class 8 Junior

Class 8: Junior Academic Excellence & Math-Science Booster

Strong foundation in Mathematics, Science, English & ICT for Class 8 students

Total Lectures 60 Classes 1.5 Hr / Lecture

CBT Model Exams 25 Tests With Negative Marking

Course Duration 4 Months 3 Days / Week

Lecture Sheets 48 Booklets Full Color Printed

Course Tuition Fee

৳ 6,500 ৳ 8,000 Special Discount

Payment Gateways: bKash SSLCommerz

What is Included in This Course (Course Deliverables)

Every resource and academic service provided to enrolled students.

60 Master Lectures

Interactive conceptual classes led by BUET, DMC, and DU alumni mentors with smart digital boards.

25 CBT & OMR Examinations

Daily chapter-wise computer based tests with immediate scorecards and 0.25 negative marking.

48 Full-Color Printed Lecture Sheets

Comprehensive lecture booklets with formula sheets, CQ board question analysis, and MCQ shortcuts.

1-on-1 Dedicated Doubt Clearance

Daily problem-solving clinics after class hours to clarify difficult mathematical proofs and concepts.

Guardian SMS & Attendance Alerts

Automatic SMS alerts delivered to parent mobile numbers for attendance and CBT test scores.

Weak & Strong Area Diagnostic Analytics

Computerized merit percentiles highlighting topics where extra revision is required.

Online Interactive Lecture Notes Reader

No Download Needed

Read complete chapter handouts, formula sheets & MCQ shortcuts directly in your browser.

Free Sample Demo Pages

Chapter:

Page 1 of 4

StudyChamber Academic Lecture Series 2026

Chapter 01: Vector Analysis & Dot/Cross Products

Paper 01

Core Concept & Orthogonality Condition

Two non-zero vectors Vector A and Vector B are perpendicular (orthogonal) if and only if their scalar dot product equals zero:

Vector A · Vector B = (Ax · Bx) + (Ay · By) + (Az · Bz) = 0

Solved BUET Admission Problem

Problem: Given Vector A = 2î + 3ĵ - k̂. Determine which of the following vectors is orthogonal to Vector A.

Step-by-step Shortcut Derivation:

Testing Option: Vector B = 1î - 1ĵ - 1k̂

A · B = (2 × 1) + (3 × -1) + (-1 × -1) = 2 - 3 + 1 = 0

✓ Hence Vector B is strictly orthogonal to Vector A.

Course Curriculum & Syllabus Outline

Subject-by-subject lecture distribution and chapter breakdown.

Comprehensive Syllabus

Module 1: Fundamental Concepts & Board CQ Mastery

18 Lectures

Deep conceptual clarity on core curriculum topics, definition derivations, theorem proofs, and standard creative questions (CQ).

Module 2: Advanced Problem Solving & Numerical Shortcuts

20 Lectures

High-yield numerical problems, mathematical short techniques, and calculus-based physics applications.

Module 3: Computer Based Test (CBT) Elimination Strategies

16 Lectures

Timed MCQ practice, options elimination tactics under 0.25 negative marking penalty, and speed calculations.

Module 4: Grand Model Tests & Final Revision Drill

18 Lectures

Full-length board exam simulations, merit rankings, individualized doubt clearance, and final exam room guidelines.

Available Batch Schedules & Seat Status

Choose your preferred morning or evening batch at StudyChamber.

New batches for the upcoming academic cycle are currently being scheduled.

Course Fast Facts

Target Grade: Junior Academic (Class 8)
Lectures: 60 Classes
CBT Tests: 25 Exams
Exam Engine: Negative 0.25 Penalty
Lecture Materials: Printed Color Sheets
Medium: Bangla & English Mix

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Have Questions?

Speak with an Academic Counselor

Visit StudyChamber Meherpur or call our admissions hotline for batch timing and discount inquiries.

+880 1711-000001