u= (3^2^2013^0 + 2^3^1^2013 + 2^3 x 5^3 : 10^2) : 3^3
u= (3^2^1 + 2^3^1 + 8 x 15 :100) :27
u= (3^2+2^3+1000:100):27
u= (9+8+10):27
u= 27:27
u= 1
w= 10^3 : {123+34:[(2 x 3^2)^2:18-2002^0 x 1^2013]}
w= 1000:{123+34:[(18^2:18-1 x 1)]}
w= 1000:[123+34:(18^2-1 -1x1)]
w= 1000:[123+34:(18-1)]
w= 1000:(123+34:17)
w= 1000:(123+2)
w= 1000:125
w=8
v= [3^2003: (3^2)^1001 +(5^3)^2 : 5^22] :2^2
v= [3^2003: 3^2002 +5^6 : 5^22]:4
v= [3^2003-2002 + (1/5)^16]:4
v= [3^1+ (1/5)^16]:4
la v nu mai stiu sa continui din pacate :( daca stii tu si apoi sa continui eu ultima parte cu u+v-w...ar fi bn...app ^=la putere
