Consider the following vectors: 4 -6 3 b = -7 C = a = 3 9. 8. -2 For each of the following vectors, determine whether it is in span{a, b, c}. If so, express it as a linear combination using a, b, and c as the names of the vectors above. -9- -4 V1 = 16 < Select an answer > k Select an answer > V1 is not in span{a, b, c} V1 is in span{a, b, c} 7 7 V2 = -2 < Select an answer > 1 < Select an answer > V3 = 4
Consider the following vectors: 4 -6 3 b = -7 C = a = 3 9. 8. -2 For each of the following vectors, determine whether it is in span{a, b, c}. If so, express it as a linear combination using a, b, and c as the names of the vectors above. -9- -4 V1 = 16 < Select an answer > k Select an answer > V1 is not in span{a, b, c} V1 is in span{a, b, c} 7 7 V2 = -2 < Select an answer > 1 < Select an answer > V3 = 4
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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Transcribed Image Text:Consider the following vectors:
2
4
9-
7
3
b
-7
2
3
-2
For each of the following vectors, determine whether it is in span{a, b, c}. If so, express it as a linear combination using a, b, and c as the names of the vectors above.
--
-4
< Select an answer >
V1
16
< Select an answer >
V1 is not in span{a, b, c}
V1 is in span{a, b, c}
7
6
7
V2 =
-2
< Select an answer >
2
1
7
V3 =
< Select an answer >
3.
II
||
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