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Find dwdt using the appropriate Chain Rule. Evaluate dwdt at the given value of t. Function: w=xsiny, x=et, y=π−t Value: t=0
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Can 2 different ODE's have the same set of solutions?If I have two differents linear ODE's:x''+p(t)x'+q(t)x=f(t). p,q∈C(I,∞).
x''+j(t)x'+g(t)x=h(t). j,g∈C(I,∞).Coul they have exactly the same set of solutions?And if we have two different non-linear ODE's could they?
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