kompleksniy chertej ploskosti

kompleksniy chertej ploskosti kompleksniy chertej ploskosti prinadlejnost pryamoy ploskosti pryamaya prinadlejit ploskosti, esli ona proxodit cherez dve tochki, prinadlejashie ploskosti postroyte gorizontalnuyu proektsiyu pryamoy m, prinadlejashey ploskosti σ(avs); postroyte gorizontal v ploskosti σ(avs). σ(avs) m(m1σ(avs) m2 - ? hσ(avs) h - ? parallelnost pryamoy i ploskosti pryamaya parallelna ploskosti, esli v ploskosti mojno provesti pryamuyu ey parallelnuyu. zadacha. cherez pryamuyu m provedite ploskost parallelnuyu pryamoy n. m(m1, m2) n(n1, n2) mσ σ‖n σ - ? σ(m∩c)‖n k=c∩m c‖n c1‖n1 c2‖n2 k – proizvolnaya tochka na pryamoy m image1.png image2.png image3.png image4.png image5.png image6.png image7.png image8.png /docprops/thumbnail.jpeg

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