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New plane and solid geometry (1899)

Beman, Wooster Woodruff, 1850-1922, Smith, David Eugene, 1860-1944 · Boston, Ginn & company · leaf 286

An illustration from New plane and solid geometry, 1899, leaf 286
al angles are equal. 566. How many degrees in the measure of the dihedral angle betweenthe plane of the earths equator and the ecliptic ? 567. Prove that the edge of a dihedral angle is perpendicular to theplane of the measuring angle. 568. Prove that a line and its projection on a plane determine… … Given a dihedral angle, with faces Q, B, and edge CD,bisected by plane B; P, any point in B, withPX± Q, PY±B. To prove that PX=PY. Proof. 1. Let M be the plane of PX, PF, and D its intersec-tion with CD. 2. Then vPJlft .. MA. Q. Why? 3. Similarly, M_1_ R. Why? 4. ..MA. CD. Prop. XX 5. .. CD _L DX,…

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