(a) ∣F12∣=∣F21∣→m1v1=m2v2→|F_{12}|=|F_{21}|\to m_1v_1=m_2v_2\to∣F12∣=∣F21∣→m1v1=m2v2→
v2=m1v1/m2=(m1g)v1/(m2g)=725⋅1.5/625=1.74 (m/s)v_2=m_1v_1/m_2=(m_1g)v_1/(m_2g)=725\cdot1.5/625=1.74\ (m/s)v2=m1v1/m2=(m1g)v1/(m2g)=725⋅1.5/625=1.74 (m/s)
(b) Ek=m1v12/2+m2v22/2=(725/9.8)⋅1.52/2+(625/9.8)⋅1.742/2≈180 (J)E_k=m_1v_1^2/2+m_2v_2^2/2=(725/9.8)\cdot1.5^2/2+(625/9.8)\cdot1.74^2/2\approx180\ (J)Ek=m1v12/2+m2v22/2=(725/9.8)⋅1.52/2+(625/9.8)⋅1.742/2≈180 (J)
Тhis energy come from the energy of chemical reactions in the muscles of figure skaters.
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