an=a1*q^(n-1)
设x=a1*a2*...*a30= a1^30*q^[0+1+2+3+...+29]
=a1^30*2^435
设y=a3*a6*...*a30=a1^10 * q^(2+5+8+...+29)
=a1^10 * 2^155
y^3=a1^30 * 2^ 465 =a1^30*2^435*2^30
=x*2^30
x=2^30
y^3=2^30*2^30=2^60 ==> y=2^20
a3·a6·a9.a30=2^20
an=a1*q^(n-1)
设x=a1*a2*...*a30= a1^30*q^[0+1+2+3+...+29]
=a1^30*2^435
设y=a3*a6*...*a30=a1^10 * q^(2+5+8+...+29)
=a1^10 * 2^155
y^3=a1^30 * 2^ 465 =a1^30*2^435*2^30
=x*2^30
x=2^30
y^3=2^30*2^30=2^60 ==> y=2^20
a3·a6·a9.a30=2^20