利用 a^0=1,(a^n)^m= a^(n*m),a^n/a^m = a^(n-m),
(a^2*b^3)*(a^5*b^(-2))^0/(a^4*b^3)^2
=(a^2*b^3)*1/(a^8*b^6)
=a^(2-8)*b^(3-6)
=a^(-6)*b^(-3)
利用 a^0=1,(a^n)^m= a^(n*m),a^n/a^m = a^(n-m),
(a^2*b^3)*(a^5*b^(-2))^0/(a^4*b^3)^2
=(a^2*b^3)*1/(a^8*b^6)
=a^(2-8)*b^(3-6)
=a^(-6)*b^(-3)