Transformation in which function in one space is transformed to another space by process of integration that involves kernel is termed as Laplace transform is basically an.

A. Differential transform
B. Algebraic transform
C. Integral transform
D. Rational transform
View Answer

C. Integral transform

Related MCQs

  1. Green function are also useful tools in solving.
  2. Samorjai & Bislop introduced an integral transform method in.
  3. Green function must be .
  4. Green function G(x,t) constructed for any point.
  5. When the equation Ly=0 his non trivial solution then Ly=f this.
  6. Operation Rλ is analytic except when:
  7. There is not exactly local gradient expansion for diagonal element when G.Fnis for.
  8. G.fn is discontinuous of u=ɛ but we can define position diagonal part by taking.
  9. Strum Liouville operator is the most general form of .
  10. Derivative of Green function is.

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