—n. 1 each part into which a thing is or can be divided. 2 part of a circle or sphereet cetera (и так далее) cut off by an intersecting line or plane. —v. usu. divide into segments. segmental adj. segmentation n. [Latin seco cut]

... Construction ofshadows ofthesegments parallel totheplanes .oftheprojections ontheplot ... (Descriptive Geometry and Engineering Graphics)
... is a part of a ball , cut . off from it by a plane The formula for the volume of the ball segment is. obtained similarly to the formula for the volume of the.ball : where R is the radius of the ball , and H. is the height of the ball ... ... is. obtained similarly to the formula for the volume of the.ball : where R is the radius of the ball , and H. is the height of the ball segment ... (Stereometry)
... Construction oftheshadow oftheline segment , perpendicular to.thefrontal plane oftheprojections , onthediagram ... (Descriptive Geometry and Engineering Graphics)
... to.thesegment Thesestraight lines willcut off onthesegment AB .aspecified number ofequal segments (inthiscase ... ... out before intersection , where theyget points .CandDAline connecting thesepoints willdivide thesegment at.point Kintotwo equal parts (Fig 30 , a) Fig thirty Inorder todivide ... (Descriptive Geometry and Engineering Graphics)
... one side of the angle , we will plot the. segments OA = a, OB = b, and on the other side ,.the segment OC = c Connect points A and C, and through point B we . draw a straight line parallel ... ... line parallel to (AC ). Let D be the intersection point of this line with. the ray OC The segment OD is the desired one Evidence According to the theorem on proportional segments : OA / OB ... (Planometry)
... Divide the segment in half Let AB be a given segment We describe a circle with radius AB ... ... line . Let it intersect the line AB at some point O. The point O is the midpoint of the segment AB . Evidence Δ = Δ on the third sign of equality . of triangles ( = , = , by construction and.is common ) Therefore , ∠ = ∠ This ... (Planometry)
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