Display sets in r2 assume the sets include the bounding


Question: Display sets in R2. Assume the sets include the bounding lines. In each case, give a specific reason why the set H is not a subspace of R2. (For instance, find two vectors in H whose sum is not in H, or find a vector in H with a scalar multiple that is not in H. Draw a picture.)

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Mathematics: Display sets in r2 assume the sets include the bounding
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