Neha posted an Question
May 17, 2020 • 00:46 am 30 points
  • IIT JAM
  • Mathematics (MA)

Let u(t) be a continuously differentiable function taking non-negative values fort>0 and satisfying u0- 4u (t); u(0) = 0. then (a) ut) = 0 (b) u(t) = t for 0

let u(t) be a continuously differentiable function taking non-negative values fort>0 and satisfying u0- 4u (t); u(0) = 0. Then (A) ut) = 0 (B) u(t) = t for 0

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    Arzoo best-answer

    See the attachment. In other attachment i will give you idea that how we can make uncountable solutions of such differential equation.

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