I'm not sure what to do for this problem, especially with the max part and how to factor in h(t).
If f(t) and g(t) are two solutions of y'(t) = F(y(t),t), then prove that h(t) = max(f(t), g(t)) is also a solution.
I'm not sure what to do for this problem, especially with the max part and how to factor in h(t).
If f(t) and g(t) are two solutions of y'(t) = F(y(t),t), then prove that h(t) = max(f(t), g(t)) is also a solution.
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