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![Plane and solid geometry . Given str. line FB1.AB and to BC at B, and plane MN con-taining AB and BC, To prove FB ± plane MN. < Outline of Proof 1. Plane and solid geometry . Given str. line FB1.AB and to BC at B, and plane MN con-taining AB and BC, To prove FB ± plane MN. < Outline of Proof 1.](https://c8.alamy.com/comp/2AWEKEF/plane-and-solid-geometry-given-str-line-fb1ab-and-to-bc-at-b-and-plane-mn-con-taining-ab-and-bc-to-prove-fb-plane-mn-lt-outline-of-proof-1-in-plane-mn-draw-ac-through-b-draw-any-line-as-bemeeting-c-at-9-2-prolong-fb-to-e-so-that-be-=-fb-draw-af-hf-cf-aehe-ce-3-ab-and-bc-are-then-x-bisectors-of-fe-ie-fa-=-aefc-=-ce-4-prove-a-afc-=-aeac-then-z-haf-=-z-ear-5-prove-a-haf-=-a-ear-then-hf-=-he-6-bhafe-ie-fbabh-any-line-in-plane-mn-passingthrough-b-7-fbmn-623-cor-v4ll-the-perpendiculars-that-can-be-drawnto-a-straight-line-at-a-given-point-in-th-2AWEKEF.jpg)
Plane and solid geometry . Given str. line FB1.AB and to BC at B, and plane MN con-taining AB and BC, To prove FB ± plane MN. < Outline of Proof 1.
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![Plane and solid geometry . Given str. line FB1.AB and to BC at B, and plane MN con-taining AB and BC, To prove FB ± plane MN. < Outline of Proof 1. Plane and solid geometry . Given str. line FB1.AB and to BC at B, and plane MN con-taining AB and BC, To prove FB ± plane MN. < Outline of Proof 1.](https://c8.alamy.com/comp/2AWEMEM/plane-and-solid-geometry-given-str-line-fb1ab-and-to-bc-at-b-and-plane-mn-con-taining-ab-and-bc-to-prove-fb-plane-mn-lt-outline-of-proof-1-in-plane-mn-draw-ac-through-b-draw-any-line-as-bemeeting-c-at-9-2-prolong-fb-to-e-so-that-be-=-fb-draw-af-hf-cf-aehe-ce-3-ab-and-bc-are-then-x-bisectors-of-fe-ie-fa-=-aefc-=-ce-4-prove-a-afc-=-aeac-then-z-haf-=-z-ear-5-prove-a-haf-=-a-ear-then-hf-=-he-6-bhafe-ie-fbabh-any-line-in-plane-mn-passingthrough-b-7-fbmn-623-cor-v4ll-the-perpendiculars-that-can-be-drawnto-a-straight-line-at-a-given-point-in-th-2AWEMEM.jpg)
Plane and solid geometry . Given str. line FB1.AB and to BC at B, and plane MN con-taining AB and BC, To prove FB ± plane MN. < Outline of Proof 1.
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