Lc1f()+c2f2()]=cf1(P)+C22(p) LIf'(t)= PLIf(t)]-f(O). FIf'(x)]=ioF(o) r(x) y(rdt ax C Lef(o]=f(p+n). Fle o f(x)=F(o-Oo) LIf()=e"plo f(p). FI(x-xo)]=e ia F(o) L(0+5()=(p)(D)Ff(x)*(x)=2z1(o),F1(o)[ ( ) ( )] ( ) ( ) L c1 f 1 t + c2 f 2 t = c1 f 1 p + c2 f 2 p L[ f '(t)] = pL[ f (t)]− f (0). [ ( )]. 1 [ ( ) ] 0 t p d t L     = L ( ). 1 [ ( )] a p f a L f at = F[ f '(x)] = iF() ( ) 1 [ ( ) ] ( )   F i f x dx x =  F ( ) 1 [ ( )] a F a f ax  F = [ ( )] ( ).  = + − e f t f p t L [ ( )] ( ). 0 f t t 0 e f p − pt L − = [ ( )] ( ) 0 0   f x x e F −i x F − = [ ( )] ( ) 0 0    = − − e f x F i x F [ ( ) ( )] ( ) ( ). 1 2 1 2 L f t  f t = f p  f p [ ( ) ( )] 2 ( ) ( ) F f 1 x  f 2 x = F1  F2 