a)3^40:[3^20x3^18+(3^5x3^14)^2+(4^'20:4^19-1)^38]=
=3^40:[3^38+(3^19)^2+(2^40:2^38-1)^38]=
=3^40:[3^38+3^38+(2^2-1)^38]=
=3^40:[3^38(3^0+3^0+3^0]=
=3^40:3^38*3=
=3^40:3^39=
=3
b)8^33:[4^32x2^34+(2^5x2^20)5:(16x2^23)+(75:75-2^0)x32x4]
=2^99:[2^64x2^34+(2^25)5:(2^4x2^23)+(1-1)x32x4]=
=2^99:[2^98+2^125:(2^27)+0]=
=2^99:(2^98+2^98)=
=2^99:2^98(2^0+2^0)=
=2^99:2^98*2=
=2^99:2^99=1