QUE d. 1x) 3.1. the change of basis matrix from B to C. 3.2. [x]c for x = 3b₁ + 4b₂ + b3. Let B = {b₁,b2, b3} and C= {C₁, C2, C3} be bases for a vector space V and suppose b₁ = 4c₁ - C₂, b₂ = - C₁ + C₂ + c3 and b3 = C₂ - 2c3. Find Sens (32) 4 = 2/1-+²₂² +²3 утг X-

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
Section: Chapter Questions
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2.2
QUE
²).
d\.1x)
(320)
Let B = {b₁,b₂, b3} and C= {C₁, C2, C3} be bases for a vector space V and suppose
b₁ = 4C₁ - C₂, b₂ = C₁ + C₂ + c3 and b3 = C₂ - 2c3. Find
3.1. the change of basis matrix from B to C.
3.2. [x]c for x = 3b₁ + 4b₂ + b3.
4 = 8/1-7²₂2² +²3
x-y+z=
Transcribed Image Text:2.2 QUE ²). d\.1x) (320) Let B = {b₁,b₂, b3} and C= {C₁, C2, C3} be bases for a vector space V and suppose b₁ = 4C₁ - C₂, b₂ = C₁ + C₂ + c3 and b3 = C₂ - 2c3. Find 3.1. the change of basis matrix from B to C. 3.2. [x]c for x = 3b₁ + 4b₂ + b3. 4 = 8/1-7²₂2² +²3 x-y+z=
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