Elements of Geometry and Trigonometry |
From inside the book
Results 1-5 of 79
Page 10
Two lines are said to be parallel , when being situated in the same plane , they cannot meet , how far soever , either way , both of them be produced . 13. A plane figure is a plane terminated on all sides by lines .
Two lines are said to be parallel , when being situated in the same plane , they cannot meet , how far soever , either way , both of them be produced . 13. A plane figure is a plane terminated on all sides by lines .
Page 11
The parallelogram , or rhomboid , which has its opposite sides parallel . The rhombus , or lozenge , which has its sides equal , without having its angles right angles . And lastly , the trapezoid , only two of whose sides are parallel ...
The parallelogram , or rhomboid , which has its opposite sides parallel . The rhombus , or lozenge , which has its sides equal , without having its angles right angles . And lastly , the trapezoid , only two of whose sides are parallel ...
Page 13
10. All right angles are equal to each other . 11. From one point to another only one straight line can be drawn . 12. Through the same point , only one straight line can be drawn which shall be parallel to a given line . 13.
10. All right angles are equal to each other . 11. From one point to another only one straight line can be drawn . 12. Through the same point , only one straight line can be drawn which shall be parallel to a given line . 13.
Page 25
If two straight lines are perpendicular to a third line , they will be parallel to each other : in other words , they will never meet , how far soever either way , both of them be produced . Let the two lines AC , BD , A be ...
If two straight lines are perpendicular to a third line , they will be parallel to each other : in other words , they will never meet , how far soever either way , both of them be produced . Let the two lines AC , BD , A be ...
Page 26
When two parallel straight lines AB , CD , are met by a third line FE , the angles which are formed take particular names . Interior angles on the same side , are those which lie within the parallels , and on the same side of the secant ...
When two parallel straight lines AB , CD , are met by a third line FE , the angles which are formed take particular names . Interior angles on the same side , are those which lie within the parallels , and on the same side of the secant ...
What people are saying - Write a review
We haven't found any reviews in the usual places.
Other editions - View all
Common terms and phrases
ABCD adjacent altitude base become Book called centre chord circle circumference circumscribed common cone consequently construction contained corresponding cosine Cotang cylinder described diameter difference distance divided draw drawn equal equation equivalent evident expressed extremities fall figure follows formed formulas four frustum give given gles greater half hence homologous included inscribed intersection less likewise logarithm manner means measured meet middle multiplied opposite parallel parallelogram parallelopipedon pass perpendicular plane polygon prism PROBLEM Prop proportional PROPOSITION pyramid quantities radii radius ratio reason rectangle regular remaining right angles Scholium segment shown sides similar sine solid solid angle sphere spherical triangle square straight line Suppose surface taken tang tangent THEOREM third triangle triangle ABC vertex whole