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The value(s) of 1 such that the vectors v1 = (4, 3 - 1.) and v2 = (-8, 2 + 2) are linearly dependent is (are): a) A=(2} b) O x= {3,4} 1= (2, 3} d) These vectors are always linearly independent. A=(-4, -3) f) O None of the above.

The value(s) of 1 such that the vectors v1 = (4, 3 - 1.) and v2 = (-8, 2 + 2) are linearly dependent is (are): a) A=(2} b) O x= {3,4} 1= (2, 3} d) These vectors are always linearly independent. A=(-4, -3) f) O None of the above.

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 value(s) of 1 such that the vectors v1 = (4, 3 - 1) and v2 = (-8, 2 + 21) are linearly dependent is (are): A=(2} b) A={3,4} c) A={2, 3} d) These vectors are always linearly independent. e) O A={-4, -3} f) O None of the above.
Transcribed Image Text:The value(s) of 1 such that the vectors v1 = (4, 3 - 1) and v2 = (-8, 2 + 21) are linearly dependent is (are): A=(2} b) A={3,4} c) A={2, 3} d) These vectors are always linearly independent. e) O A={-4, -3} f) O None of the above.
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