[Deadline 2020/6/26 4 p.m.] Modern Differential Equations

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(b) (9 points) Solve the initial value problem y00 + 16y = δ(t−1) y(0) = 0, y0(0) = 0 where δ(t−1) is the Dirac delta function at t0 = 1. (c) (3 points) Let yk(t) denote your solution from part (a) and let ˆ y(t) denote your solution from part (b). Show that when t = 2

lim k→+∞

yk(2) = ˆ y(2)

Just answer question B and C is ok.

  • Posted: 5 days ago
  • Due: 
  • Budget: $30
Tags: urgent
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