If y1 and y2 are linearly independent solutions of t^2y” + 4y' + (2+t)y = 0 and if W(y1, y2)(1)

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If y1 and y2 are linearly independent solutions of t^2y” + 4y&#x27; + (2+t)y = 0 and if W(y1, y2)(1)

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If $y_1$ and $y_2$ are linearly independent solutions of $t^2y'' + 4y' + (2+t)y = 0$ and if $W(y_1, y_2)(1) = 2$, find $W(y_1, y_2)(5)$. \ Round your answer to two decimal places.