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(3x+1)^3=
(2t+z^2)^3=
(1+3x)^3=


Răspuns :

(3x+1)^3= (3x)^3 + 3*(3x)^2 *1+3x*3x*1^2+1^3=27x^3+3*9x^2*1+3*3x*1+1
              =27x^3+27x^2+9x+1

(2t+z^2)^=(2t)^3+3*(2t)^2+z^2+3*2t*(z^2)^2+(z^2)
              =8t^3+3*4t^2z^2+3*2tz^4+z^6
              =8t^3+12t^2z^2+6tz^4+z^6

(1+3x)^3=1+9x+27x^2+27x^3
              =27x^3+27x^2+9x+1

**=inseamna inmultire
^=la puterea a ......a