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Consider the equation y' = −y² + y + 2yt² + 2t − t² − †4 a) Verify that both u = t² and v= t²+1 are solutions. b) Given
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Consider the equation y' = −y² + y + 2yt² + 2t − t² − †4 a) Verify that both u = t² and v= t²+1 are solutions. b) Given
Consider the equation y' = −y² + y + 2yt² + 2t − t² − †4 a) Verify that both u = t² and v= t²+1 are solutions. b) Given the item above, what does the existence and uniqueness theorem imply about the solution y(t) that satisfies y(3) = 19/2? Remember to verify that the theorem can be applied.
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