Oblicz logarytmy log2^8-log2^5+log2^{10}-3log2^2=
źródło:
{log2^8-log2^5+log2^{10}-3log2^2=log(2^8:2^5)+log2^{10}-log(2^2)^3=log2^3+log2^{10}-log2^6=}
=log(2^3\cdot 2^{10})-log2^6=log2^{13}-log2^6=log2^7=log128