Given that y, = 1, y2 = x2,y3 = e* are solutions of a third order differential equation (E). Then Wronskian W of y,, y2, yzis: 2e^x (x-1) None of them 2xe^x

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Given that y, = 1, y2 = x2, y3 = e* are solutions of a third order differential
equation (E). Then Wronskian W of y,, y2,yzis:
2e^x (x-1)
None of them
2xe^x
Transcribed Image Text:Given that y, = 1, y2 = x2, y3 = e* are solutions of a third order differential equation (E). Then Wronskian W of y,, y2,yzis: 2e^x (x-1) None of them 2xe^x
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