a hind solution for the BUP - 5 x + 2 2 - e20 = e - 8 x Subject to the conditions 2 . 16 x 1 0 ) = = x 10 ) = 0 , x (1 ) =- 11 e - 15e 5 + b. If yit) and welt) are signals with Fourier transforms ( w ) and iw, respectively , and day (t ) dez + of dy (t ) d t + y ( t ) = ult ) Where a is a constant , show that y (wj = How) UCW for some function H ( w ) what 's HIW)