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10 Nov 2019
Have x,y,z>0 and xyz = 1. Prove that: /xy + /yz + /zx 3
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Jean Keeling
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9 Apr 2019
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For each of the following subsets of R 3, either prove that it is a subspace or prove that it is not a subspace. U = {(x, y, z) R 3 | xyz = 0} K = {(x, y, z) R 3 | 2x - y = 0} W = {(x, y, z) R 3 | x - y + z > 0}
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For each of the following subsets of R 3, either prove that it is a subspace or prove that it is not a subspace. U = {(x, y, z) R 3 | xyz = 0} K = {(x, y, z) R 3 | 2x - y = 0} W = {(x, y, z) R 3 | x - y + z > 0}
Show transcribed image text
For each of the following subsets of R 3, either prove that it is a subspace or prove that it is not a subspace. U = {(x, y, z) R 3 | xyz = 0} K = {(x, y, z) R 3 | 2x - y = 0} W = {(x, y, z) R 3 | x - y + z > 0}
greenoyster699
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