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Side 5
... measure the string ; but this is not geometry , though it is measurement . Geometry is the science of indirect measure- ment ; in which , for example , by measuring one line we learn the length of another . If I measure the length of ...
... measure the string ; but this is not geometry , though it is measurement . Geometry is the science of indirect measure- ment ; in which , for example , by measuring one line we learn the length of another . If I measure the length of ...
Side 6
... Measure BC , ( which you can do , as they are both on the same bank , ) and put up two posts E , F in a field at the same distance apart that B is from C : measure the angle at B , that is how much , when standing at B , you must turn a ...
... Measure BC , ( which you can do , as they are both on the same bank , ) and put up two posts E , F in a field at the same distance apart that B is from C : measure the angle at B , that is how much , when standing at B , you must turn a ...
Side 11
... measure land . Diameter . did μerpéw , to measure across . Plane . Planus , level . Complement . Compleo , BOOK I. ] II GEOMETRICAL AXIOMS .
... measure land . Diameter . did μerpéw , to measure across . Plane . Planus , level . Complement . Compleo , BOOK I. ] II GEOMETRICAL AXIOMS .
Side 12
... measure round . Triangle . Tres , angulus , with three angles . Quadrilateral . Quadra ( quater ) , latus , with four sides . Equilateral . Equus , latus , having equal sides . Pentagon . Tévтe ywvla , with five angles . Postulate ...
... measure round . Triangle . Tres , angulus , with three angles . Quadrilateral . Quadra ( quater ) , latus , with four sides . Equilateral . Equus , latus , having equal sides . Pentagon . Tévтe ywvla , with five angles . Postulate ...
Side 41
... measured in Theorem 9 ? 15. Enunciate Theorem 10 formally . Is it merely the obverse of Theorem 6 , or does it contain an additional geometrical fact ? 16. Prove Theorem 10 by reversal and superposition , using Theo- rem 9 . 17 . Shew ...
... measured in Theorem 9 ? 15. Enunciate Theorem 10 formally . Is it merely the obverse of Theorem 6 , or does it contain an additional geometrical fact ? 16. Prove Theorem 10 by reversal and superposition , using Theo- rem 9 . 17 . Shew ...
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AB² ABCD alternate angles angle ABC angle APB angle BAC angles are equal angles equal bisector centre chord circumference coincide College Constr construct contrapositive Crown 8vo describe a circle diagonals diameter divided draw Edition equal angles equal circles equiangular Euclid exterior angle fcap Find the locus four right angles Geometry given angle given circle given line given point given rectilineal figure given straight line hypotenuse included angle inscribed intersect isosceles triangle less Let AB Let ABC locus magnitudes meet middle point minor arc opposite angles opposite sides parallel parallelogram perpendicular polygon PROBLEM produced Proof Q. E. D. THEOREM quadrilateral radius rectangle contained reflex angle required to prove rhombus right angles segment semicircle Shew square subtend supplementary supplementary angles tangent THEOREM trapezium triangle ABC triangles are equal unequal
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