⁦Perpendicular and slant, line⁩–⁦plane angle, dihedral angle⁩

⁦Find a slant from the perpendicular and its projection, measure the angle between a line and a plane and a dihedral angle by its linear angle, then show that two planes are perpendicular⁩.

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الدليل

⁦This follows the Ukrainian Grade 10 geometry course⁩ (§35–37): ⁦the synthetic method with projections and the linear angle of a dihedral angle, not vectors⁩.

⁦The solid is the box ABCDA₁B₁C₁D₁ with base ABCD⁩. ⁦Turn it to see where a right angle really is⁩.

⁦Common slips⁩: ⁦adding the perpendicular and the projection instead of using Pythagoras, taking an angle in the base for the angle between a line and a plane, and thinking two planes are perpendicular just because they meet⁩.