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Show that {e^x, e^(x+2)} are linearly independent
-------------------- Let C1e^x + C2e^(x+2) = 0 for x = ln1: C1(1) + C2e^2 = 0,
1 answer
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Solve xy' + y + y^2 = 0 for y(1) = 2
--------- I isolated y' such that: y' = (-y^2-y)/x But I'm not sure what to substitute from
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