(5)
lgx+lg(x^2)+...+lg(x^10)=110
lg(x^55)=110
x^55 = 10^110
= 100^55
x=100
lgx+(lgx)^2+(lgx)^3+...+(lgx)^10
=2^1+2^2+2^3+...+2^10
= 2(2^10-1)
(5)
lgx+lg(x^2)+...+lg(x^10)=110
lg(x^55)=110
x^55 = 10^110
= 100^55
x=100
lgx+(lgx)^2+(lgx)^3+...+(lgx)^10
=2^1+2^2+2^3+...+2^10
= 2(2^10-1)