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Find the coordinate vector for w relative to the basis: S = {U1, U2} for r^2, U1 = (1,0), U2 = (0,1), w = (3, -7)
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w=3U1-7U2
w is a linear combination of the basis vectors U1 and U2, so we need A and B such that \[Au_1+Bu_2=w\]since U1 = (1,0), and U2 = (0,1), the obvious linear combination is\[3u_1-7u_2\]
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