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a. The plane has de estar contre : 1-6-6-li) mesur paper [7] 9 [ 2 3 6. The plane 7 has the vector equation 1 = + 2 + . A vector perpen- dicular to this plane is (A) (1, -1,27 (B) (1,-1,1]? (C) (7,9,117 (D) (1,0,–2,7 (E) (-1,7, -9]T

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Nelly Stracke
Nelly StrackeLv2
27 Dec 2017
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Related textbook solutions

Introductory Statistics
OER Edition, 2013
Openstax
ISBN: 9781938168208

Related questions

4. An equation of the plane containing the point P(1,-1,2) and perpendicular to the line (x, y, z) = (2-3t, 1+ 5t, 7+t) is (A) 2.0 + y + 72 = 15 (B) 6:- 10y - 22 = 12 (C) 4.2 - 9y - 62 = 1 (D) 92 + 5y - 22 = 0 (E) 3x + 2y - 2= -1

16. Let T:R2 R2 be a non-zero linear transformation with standard matrix A, and let det(A) = 0. Which of the following statements is true? A) The parallelogram formed by T . and T0 ) has area 1. B) There is a linear transformation S: R2 + R2 such that SoT is the identity transformation. C) dim (span {7 ( 6 ) 7( ')}) – 1. D) For every vector b E R2, there is a vector u € R2 such that T(u) = b.

) / 2 1 (-1 of R3, the co-ordinate ) / 1 / 0 11. Given the orthogonal basis B = {1 -1 .11 1 1 (1) vector of v=(1,1,0) relative to this basis is A) (0,1,1) B) (0, -1,1) c) Gas-1, V6T D) (0,1,1)

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