please do both & explain it Solve the following integral equations for an unknown function f(x):...
please explain all, thanks Fourier Transforms, please explain in detail Solve the following integral equations for an unknown function f(x): (a) exp(-at?) f (x – t)dt = exp(-bx2) b> a > 0 f(t)dt (b) Sca 2 b> a > 0 (x-t)2 +a? 22 +62
dx Determine x= f(t) for (t? +4t) 4x + 4,t> 0; f(1) = 3. dt For (1? + 4t) dx dt = 4x +4, x= f(t) =
Evaluate the integral. 3 4 [ rwa f(x) dx where f(x) = 15 - x2 if -3 SXO if 0<x<3
3. Calculate F. dr for F(x, y) =<x,y> using only one integral where is the path shown below. 4 -3 -2 -1 2 3
Use the method of maximum likelihood to find the estimator for a f(x) = {2ae-ar? X>0 elsewhere 0 â=
Suppose f is continuous, f(0)=0, f(2)=2, f'(x)>0 and f (x) dx = 1. Find the value of the integral fro f-?(x) dx =?
(1 point) If f(x) = { 6x, x39 8 x >9 Evaluate the integral 10 6.". f(x) dx |
4. Compute Fourier integral representation for f(x) = S\sinx[xST [x] > T = {leine $ " cosas # 1 (cos") ds = TT and deduce that 2:
Please use the LaPlace Transform Method to solve both equations Differential Equations به الا وا/ ** را جی کے . (t) في * مل (ی) - X = 0 X(0) > 0 Sinat dx + ** dt 0 = (ه) و
Question 23 . > 1 if x = 3 and f(x) = x2 – 3 and g(x) = then g(f(x)) Find the following given: f(x) = x2 + 3 and g(x) = x – 2 f(g(x))= Submit Question