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Please find the solution to the corresponding Euler-Lagrange equation subject to the stated boundary conditions: Please find the solution to the corresponding Euler-Lagrange equation subject to the stated boundary conditions: Integrate e^3x[(y?)^2 + 2y]dx; y(0) = 0 y(1) = ½ , with Constraint integrate 2ydx between the.
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Please evaluate these limits by direct evaluation, changing the form of the function where necessary: ***PLEASE SHOW ALL WORK, changing the form of the function where necessary. Thx. (1)    \(\lim_{x \rightarrow \infty}\lim_{? \rightarrow ?}\) (3x^2+4.5)/(x^2-1.5) (2) \(\lim_{x \rightarrow \infty}\) 1-2x^2/(4x+3)^2 .
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