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The set of all quadratic polynomials P3 is a vector space with standard polynomial operations. Problem In P, consider the set of vector where Po = -2z+3, p, = -4z+8,p, =z – 2 Select all sets U that are a basis for (S) 1. io = z - 1, ü = -2²'+1, üz = 7z² + 2 z – 6, üz = z 2. üg = -z, ü = -z – 3, üz = -1,üz = -2z 3. ủg = z+1, ü = 1,üz = z² + z – 2 4. i, = -z- 1, ü, = z+2 5. ī, =1 6. úo =z- 2, ú = 1

The set of all quadratic polynomials P3 is a vector space with standard polynomial operations. Problem In P, consider the set of vector where Po = -2z+3, p, = -4z+8,p, =z – 2 Select all sets U that are a basis for (S) 1. io = z - 1, ü = -2²'+1, üz = 7z² + 2 z – 6, üz = z 2. üg = -z, ü = -z – 3, üz = -1,üz = -2z 3. ủg = z+1, ü = 1,üz = z² + z – 2 4. i, = -z- 1, ü, = z+2 5. ī, =1 6. úo =z- 2, ú = 1

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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The set of all quadratic polynomials P2 is a vector space with standard polynomial operations. Problem In P, consider the set of vector where Po = -2z+3, , = -4z+8,p, = 1 – 2 Select all sets U that are a basis for (S) O 1. üg = z – 1, ü1 = -2x² + 1, ũz = 7z² + 21 – 6, üg = 2 O 2. ig = -1, ū = -1 – 3, üz = -1, üs = -2z io = 1+1, ũ = 1, ũz = z² + z – 2 O 4. i, = -I - 1, ü, = 1 +2 O 5. l, = 1 O 6. ig = 1 – 2, ủ = 1 3.
Transcribed Image Text:The set of all quadratic polynomials P2 is a vector space with standard polynomial operations. Problem In P, consider the set of vector where Po = -2z+3, , = -4z+8,p, = 1 – 2 Select all sets U that are a basis for (S) O 1. üg = z – 1, ü1 = -2x² + 1, ũz = 7z² + 21 – 6, üg = 2 O 2. ig = -1, ū = -1 – 3, üz = -1, üs = -2z io = 1+1, ũ = 1, ũz = z² + z – 2 O 4. i, = -I - 1, ü, = 1 +2 O 5. l, = 1 O 6. ig = 1 – 2, ủ = 1 3.
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