If the Wronskian W (e2x, f) = 3e4x and f(0) = –2. Then f(x) = IN (a) (2x - 3)e 2x (b) (3x + 2)e2a (c) (3 – 2x)e23 (d) (3

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answerhappygod
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If the Wronskian W (e2x, f) = 3e4x and f(0) = –2. Then f(x) = IN (a) (2x - 3)e 2x (b) (3x + 2)e2a (c) (3 – 2x)e23 (d) (3

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If The Wronskian W E2x F 3e4x And F 0 2 Then F X In A 2x 3 E 2x B 3x 2 E2a C 3 2x E23 D 3 1
If The Wronskian W E2x F 3e4x And F 0 2 Then F X In A 2x 3 E 2x B 3x 2 E2a C 3 2x E23 D 3 1 (33.01 KiB) Viewed 118 times
If the Wronskian W (e2x, f) = 3e4x and f(0) = –2. Then f(x) = IN (a) (2x - 3)e 2x (b) (3x + 2)e2a (c) (3 – 2x)e23 (d) (3x – 2)e2x (e) (2x + 3)e2%
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