выпишем правую часть
0,2(3^32 -2^32)=0,2((3^16)²-(2^16)²)=0,2(3^16+2^16)(3^16-2^16)=
=0,2(3^16+2^16)((3^8)²-(2^8)²)=0,2(3^16+2^16)(3^8+2^8)(3^8-2^8)=
=0,2(3^16+2^16)(3^8+2^8)((3^4)²-(2^4)²)=
=0,2(3^16+2^16)(3^8+2^8)(3^4+2^4)(3^4-2^4)=
0,2(3^16+2^16)(3^8+2^8)(3^4+2^4)((3²)²-(2²)²)=
=0,2(3^16+2^16)(3^8+2^8)(3^4+2^4)(3²+2²)(3²-2²)=
=(3^16+2^16)(3^8+2^8)(3^4+2^4)(3²+2²)(9-4)*0,2=
=(3^16+2^16)(3^8+2^8)(3^4+2^4)(3²+2²)*1
(9-4)*0,2=5*0,2=1