Linear Algebra quick question over isomorphism

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can someone provide me an example of two isomorphic subspaces of r2 that are not identical? I am just curious since I can only find ones that are identical

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assuming that by "r2" you mean $\mathbb{R}^{2}$ I suggest you to take for instance $\mathbb{R}\left(1,0\right)$ and $\mathbb{R}\left(0,1\right)$.