Ta có:
\(v_{TB}=\dfrac{2s}{t_1+t_2}=\dfrac{2s}{\dfrac{s}{v+v_n}+\dfrac{s}{v-v_n}}=\dfrac{2s}{s.\left(\dfrac{1}{v+v_n}+\dfrac{1}{v-v_n}\right)}=\dfrac{2}{\dfrac{v-v_n+v+v_n}{v^2-v_n^2}}\)
\(=\dfrac{2}{\dfrac{2v}{v^2-v_n^2}}=\dfrac{v^2-v_n^2}{v}\)
\(\Rightarrow v_{TB}\) lớn hơn thì v_n phải chảy chậm
P/s: Làm bậy :V