- #1
confusedM
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I'm having a couple problems with my diff eq assignment if anyone can help me. The problem is 1. (a) show that the diff eq. for y=c1u1(x) + c2u2(x), where u1(x) and u2(x) are functions which are at least twice differentiable, may be written in determinant form as
| y u1(x) u2(x) |
| y u1'(x) u2'(x) | = 0
| y u1''(x) u2''(x)|
b) what happens in the case where
w = | u1(x) u2(x) | = 0
| u1'(x) u2'(x)|
| y u1(x) u2(x) |
| y u1'(x) u2'(x) | = 0
| y u1''(x) u2''(x)|
b) what happens in the case where
w = | u1(x) u2(x) | = 0
| u1'(x) u2'(x)|