Tính nhanh A=(1+1/3+1/5+1/7+...+1/97+1/99).1/5/ 2/1.99+2/3.97+...+2/49.51.
Giải thích
Ta có: A=1+13+15+17+...+197+199.1521.99+23.97+...+249.51
A=1+199+13+197+...+149+151521.99+23.97+...+249.51
A=10099.1+1003.97+...+10049.511011.99+13.97+...+149.51
A=100199.1+13.97+...+149.511011.99+13.97+...+149.51
A=10010=10.