N((–4)+(–2)/2; (1+(–3))/2; (3+1)/2)=N(–3; –1;2)
AB=(–2–(–4);–3–1;1–3)=(2;–4;–2)
CN=(–3–(–1);–1–3;2–2)=(–2;–4;–0)
По формуле ( см. скрин)
cos ∠ (AB,CN)=AB·CN/(|AB|·|CN|)
AB·CN=2·(–2)+(–4)·(–4)+(–2)·(0)=–4+16=12
|AB|=√22+(–4)2+(–2)2=√24=2√6
|CN|=√(–2)2+(–4)2+(0)2=√20=2√5
cos ∠ (AB,CN)=12/(2√6·2√5=√6/2√5
∠ (AB,CN)=arccos(√6/2√5)