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Llibres Llibres 1 - 10 de 35 sobre The lines drawn from the angles of a triangle to the middle points of the opposite....
" The lines drawn from the angles of a triangle to the middle points of the opposite sides meet in a point. "
The Principles of Analytical Geometry ... - Pągina 70
per Henry Parr Hamilton - 1826 - 326 pągines
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The Quarterly Journal, Volum 17

1824
...continued. VOL. XVII. X Prop. 2. El. b. vi. as far a* it extends to commensurable lines. The three lines drawn from the angles of a triangle to the middle points of the opposite sides have a common point of intersection. Also, the three lines bisecting the angles of a triangle. Prop....
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The First Six Books of the Elements of Euclid, with a Commentary and ...

Euclid, Dionysius Lardner - 1828 - 324 pągines
...it would be greater by four times the square of the line E F. (303) If lines be drawn from the three angles of a triangle to the middle points of the opposite sides, three times the sum of the squares of the sides is equal to four times that of the bisectors. Let A,...
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An Analytical System of Conic Sections

Henry Parr Hamilton - 1843 - 276 pągines
...which joins the Origin and the Point in which two Lines MN', NM' meet ............... tb. The three Lines drawn from the Angles of a Triangle to the Middle Points of the opposite Sides meet in the same Point ................ ib. The Lines bisecting the three Angles of any Triangle meet...
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Elements of Geometry: With Practical Applications ...

George Roberts Perkins - 1847 - 308 pągines
...[9] gives this THEOREM. Sixteen times thf sum of the products, taken two at a time, of the squares of the lines drawn from the angles of a triangle to the middle points of the opposite sides, is equal to nine times the sum of the products, taken two at a time, of the squares of the sides. Equation...
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Elements of Geometry: With, Practical Applications

George Roberts Perkins - 1850 - 320 pągines
...squares of the sides. Equation [10] gives this THEOREM. Sixteen times the sum of the fourth powers of the lines drawn from the angles of a triangle to the middle points of the opposite sides, is equal to nine times the sum of the fourth powers of the sides. stead of considering the triangle...
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A treatise on plane co-ordinate geometry

1855 - 299 pągines
...will exemplify the articles of this chapter by applying them to prove some properties of a triangle. The lines drawn from the angles of a triangle to the middle points of the opposite sides meet in a point. Let ABC be a triangle, D, E, F, the middle points of the sides ; take A for the origin,...
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PLANE AND SOLID GEOMETRY

GEORGE R. PERKINS - 1856
...squares of the sides. Equation (10) gives this THEOREM. Sixteen times the sum of the fourth powers of the lines drawn from the angles of a triangle to the middle points of the opposite sides, is equal to nine times the sum of the fourth powers of the sides. Equations (11), (12), and (13) would...
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Key to Davies' Bourdon: With Many Additional Examples, Illustrating the ...

Charles Davies, M. Bourdon (Louis Pierre Marie) - 1856 - 205 pągines
...twice РЕ, AО is equal to twice OE ; that is, If three lines be drawn from the vertices of the three angles of a triangle to the middle points of the opposite sides, the distance from either vertex to the point of intersection, will he two-thirds of the bisecting line....
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A Treatise on Plane Co-ordinate Geometry as Applied to the Straight Line and ...

Isaac Todhunter - 1858 - 316 pągines
...will exemplify the articles of this chapter by applying them to prove some properties of a triangle. The lines drawn from the angles of a triangle to the middle points of the opposite sides meet in a point. Let ABC be a triangle, D, JE, F, the middle points of the sides ; take A for the origin,...
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Examination papers used at the examinations for admission to the Royal ...

Sandhurst roy. military coll - 1859 - 1869 pągines
...centre ; and those which are equally distant from the centre are equal to one another. 2. The straight lines drawn from the angles of a triangle to the middle points of the opposite sides meet in a point. 3. Calculate by logarithms, 23-42 x -22652 , . 21 x (000256)* l ' 7000 X -006084 4....
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