linear transofrmation and matrix bsc 3rd year maths
PYQ Masterclass X
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linear transofrmation and matrix bsc 3rd year maths
178 просмотров · 8 дн. назад
PYQ Masterclass X
224 подписчика
178 просмотров · 8 дн. назад
Panjab University Chandigarh (PU CHD) B.A / B.Sc Mathematics Semester 5: Linear Algebra | Chapter: Linear Transformations and Matrices.
In this lecture, we solve a high-frequency university exam problem on finding the Matrix of a Linear Transformation T: R³ ➔ R² with respect to ordered bases B₁ and B₂.
Key Concepts & Exam Steps Covered:
• Expressing vectors as a linear combination of co-domain basis elements.
• Mapping domain basis vectors under linear transformation T.
• Forming the coordinate matrix and taking its transpose for the final matrix representation.
• Step-by-step presentation guidelines to score full marks in PU CHD semester exams.
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📚 BATCH DETAILS, NOTES & FESTIVE OFFER:
• Complete B.Sc / B.A Sem 5 Mathematics syllabus, exercise solutions, and PYQs are live on our platform!
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⏱️ Video Timestamps:
00:00 - Introduction & PU Exam Problem Statement
00:48 - Understanding Ordered Bases B1 and B2 (R³ and R²)
02:00 - Answer Sheet Presentation & Writing the Given Data
03:45 - Expressing (α, β) as a Linear Combination of B2
06:42 - Finding Scalers A and B
07:45 - Mapping Domain Basis Elements (T(1,1,1), T(1,1,0), T(1,0,0))
10:15 - Calculating Coordinates & Expressing in Basis B2
12:44 - Writing the Matrix & Taking Transpose (Final Answer)
14:11 - Course Revision & Dussehra Special Offer
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