Example 1: Think about these two examples I gave above: 1)Vectors in Rʻ such that the first component is 1→ (1,uz,Uz,4) 2)Vectors in Rʻ such that u4 = 0→ (u,,Uz,Uz,0) Explain why you believe each set of vectors is or is not a subspace of 4-space. Post this by Monday night and reply to the person that posted before you (or after you if you are the first to post) by Monday night also discussing if you agree with their reasoning.
Example 1: Think about these two examples I gave above: 1)Vectors in Rʻ such that the first component is 1→ (1,uz,Uz,4) 2)Vectors in Rʻ such that u4 = 0→ (u,,Uz,Uz,0) Explain why you believe each set of vectors is or is not a subspace of 4-space. Post this by Monday night and reply to the person that posted before you (or after you if you are the first to post) by Monday night also discussing if you agree with their reasoning.
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Explain why you believe each set of vectors is or is not a subspace of 4-space.
Transcribed Image Text:Example 1: Think about these two examples I gave above:
1)Vectors in R* such that the first component is 1→ (1,uz, u3, U4)
2)Vectors in R such that u4 = 0 → (u,,Uz,Uz, 0)
Explain why you believe each set of vectors is or is not a subspace of 4-space. Post this by Monday night and reply to the person that posted
before you (or after you if you are the first to post) by Monday night also discussing if you agree with their reasoning.
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