Name: Date: MATH 270: Linear Algebra Page 2 of 2 CW 34: Even More Vector Spaces! m270q034a In Problem 312, consider the first four Hermite polynomials. 2t, p3 = -2 + 4t2, p4 = -12t + 8t3 1, p2 P1 {p1, P2, P3, P4} is a basis for IP3. Show that B A. 9kR 1e ediboia t003d0 If x(t) -1 + 8t2 + 8t3, then find [x]. Show your calculations. B. B omat rosdeot De plteiar os mes iis l If [y] (-2,3,0, -1 ) , then find y(t). Show your calculations C. B AfoD tot aiandsbor 1dl agst
Name: Date: MATH 270: Linear Algebra Page 2 of 2 CW 34: Even More Vector Spaces! m270q034a In Problem 312, consider the first four Hermite polynomials. 2t, p3 = -2 + 4t2, p4 = -12t + 8t3 1, p2 P1 {p1, P2, P3, P4} is a basis for IP3. Show that B A. 9kR 1e ediboia t003d0 If x(t) -1 + 8t2 + 8t3, then find [x]. Show your calculations. B. B omat rosdeot De plteiar os mes iis l If [y] (-2,3,0, -1 ) , then find y(t). Show your calculations C. B AfoD tot aiandsbor 1dl agst
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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