finding interval of definition


  • How do you find the defined interval?

    An interval of definition of a solution is any (open) interval on which it is defined. For example: the problem y?=y2, y(0)=1, has solution y(t)=1/(1?t). This solution is defined on the interval (?1/2,1/3), so we can say this is an interval of definition of solution.
  • What is the interval of definition for a differential equation?

    An interval of validity is the range in which a solution to our differential equation is valid. The equation must not have any 'holes' or 'breaks' in it and it must contain the initial condition.
  • What is an example of a PDE?

    An example of a partial differential equation is ?2u?t2=c2?2u?x2 ? 2 u ? t 2 = c 2 ? 2 u ? x 2 . This is a one dimensional wave equation.
  • y(x) = give the largest interval over which the general solution is defined. It is of the form dy / dx + P(x)y = Q(x), which is a linear differential equation where, P(x) = 1 / x and Q(x) = 4 / x2. This general solution is defined as ? x ? R+ because if x = 0 or x = -ve, logex does not exist.
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