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9.) v = i +3j tk, v=-21-3j-7k- 10₁) U = -i + 3k₁ v=uj 11 U= = -1 +2j-3k, v=-i-33+k

9.) v = i +3j tk, v=-21-3j-7k- 10₁) U = -i + 3k₁ v=uj 11 U= = -1 +2j-3k, v=-i-33+k

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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9,10,11
6. Compute llull; llvll, and U-v for the given vectors in R? 6.J U= Isi-2j+4k, V = πTi +3j - k 7J U = 2j-i, v= -j+i 8-JU= Si- j+2k, v=i+j-k १.) 9₁) U = -i +3j tk, v=-21-3j- 7k- ر 10₁) U = -1 + 3k₁ v = uj 11) U= -1 +2j-3k, v=-i-33+ k
Transcribed Image Text:6. Compute llull; llvll, and U-v for the given vectors in R? 6.J U= Isi-2j+4k, V = πTi +3j - k 7J U = 2j-i, v= -j+i 8-JU= Si- j+2k, v=i+j-k १.) 9₁) U = -i +3j tk, v=-21-3j- 7k- ر 10₁) U = -1 + 3k₁ v = uj 11) U= -1 +2j-3k, v=-i-33+ k
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