## nijhu 3 years ago i am attaching the question

1. nijhu

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2. nijhu

can anyone help me with this problem?

3. calculusfunctions

Is that a hyperbolic function or is h a constant?

4. nijhu

it is a laplace theorem question and i need to solve it by convolution theorem

5. nijhu

hyperbolic

6. nijhu

u there/

7. nijhu

?

8. nijhu

it is a tough one i guess

9. calculusfunctions

For Laplace transforms the convolution of two Laplace transform functions f(s) and g(s) given by F(x) and G(x) respectively, is$H(x)=\int\limits_{0}^{x}F(u)G(x -u)du$such that f(s)(g(s) is the Laplace transform function H(x).

10. nijhu

instead of F(u) if there is u^2 then what will be the answer?