Consider the pair of functions y₁ = ln t and y₁ = t ln t. Compute the Wronskian of this function pair. A) $ \frac{1}{t^{2}} $ B) $ \frac{1}{1} $ C) $ \frac{\ln t}{t} $ D) $ (\ln t)^{2} $ E) $ \ln \left(t^{2}\right) $

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The Answer of Consider the pair of functions y₁ = ln t and y₁ = t ln t. Compute the Wronskian of this function pair. A) $ \frac{1}{t^{2}} $ B) $ \frac{1}{1} $ C) $ \frac{\ln t}{t} $ D) $ (\ln t)^{2} $ E) $ \ln \left(t^{2}\right) $

Consider the Pair of Functions Y1 = Ln T and Y1

Consider the Pair of Functions Y₁ = Ln T and Y₁