Find the Wronskian of the following functions and determine whether it is linearly dependent or linearly independent on (-∞,∞).
1.
Therefore, the set "\\{x^2, x+1, x-3\\}" is linearly independent on "(-\\infin, \\infin)."
2.
Therefore, the set "\\{3e^{2x}, e^{2x}\\}" is linearly dependent on "(-\\infin, \\infin)."
3.
Therefore, the set "\\{x^2, x^3, x^4\\}" is linearly independent on "(-\\infin, \\infin)."
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