[1 1 x] (b) Determine the values of x so that the matrix A = |1 x is invertible. Lx

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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(b)
[1 1
x]
Determine the values of x so that the matrix A = |1 x
x is invertible.
Lx x
1
(a) Find two vectors of norm 1 that are orthogonal to the vectors u =
5.
and
v =
(b) If u = (1,3, -2) and v = (2,-1,4). Find the distance between the vectors d(u, v)
and d(n u)
Transcribed Image Text:(b) [1 1 x] Determine the values of x so that the matrix A = |1 x x is invertible. Lx x 1 (a) Find two vectors of norm 1 that are orthogonal to the vectors u = 5. and v = (b) If u = (1,3, -2) and v = (2,-1,4). Find the distance between the vectors d(u, v) and d(n u)
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