Geometrical Drawing: With Notes and Examples ... |
Inni boken
Resultat 1-5 av 5
Side vii
To bisect a given angle . 2 . To bisect a given straight line . 3 . To draw a
perpendicular to a straight line from a point within it and ( 4 ) from a point without
it . 5 . To construct an equilateral triangle on a given base . 6 . To construct an
isosceles ...
To bisect a given angle . 2 . To bisect a given straight line . 3 . To draw a
perpendicular to a straight line from a point within it and ( 4 ) from a point without
it . 5 . To construct an equilateral triangle on a given base . 6 . To construct an
isosceles ...
Side viii
To describe a right - angled triangle when the hypotenuse and one side are
given . 28 . To describe a rectangle when the diagonal and one side are given .
29 . To make an angle equal to a given angle at a given point in a given straight
line .
To describe a right - angled triangle when the hypotenuse and one side are
given . 28 . To describe a rectangle when the diagonal and one side are given .
29 . To make an angle equal to a given angle at a given point in a given straight
line .
Side ix
Given two sides and angle opposite one of them . Case I . 52 . ... Given the base
and vertical angle of an isosceles triangle . : 55 . Given the ... To draw a circle to
touch a given circle and a given straight line at a given point . 75 . To touch a ...
Given two sides and angle opposite one of them . Case I . 52 . ... Given the base
and vertical angle of an isosceles triangle . : 55 . Given the ... To draw a circle to
touch a given circle and a given straight line at a given point . 75 . To touch a ...
Side 42
Beklager, innholdet på denne siden er tilgangsbegrenset..
Beklager, innholdet på denne siden er tilgangsbegrenset..
Side 48
Beklager, innholdet på denne siden er tilgangsbegrenset..
Beklager, innholdet på denne siden er tilgangsbegrenset..
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Innhold
The angle 105 27 To describe a rightangled triangle when | 1 |
To draw a perpendicular to a straight line from a point within it | 3 |
CHAPTER II | 10 |
To draw a perpendicular to a straight line from the end of | 19 |
CHAPTER III | 20 |
construct a triangle with angles 72 72 36 note on angle 18 | 26 |
Case II of the same proposition 53 Given the altitude | 34 |
SIMILAR FIGURES | 46 |
of chords | 70 |
internally by the other 70 To draw a circle of given radius | 73 |
without producing the line and 20 to draw it when the given point | 75 |
CHAPTER XII | 78 |
To find a figure similar to a given one and bearing a given | 84 |
Heptagon in a circle 102 Octagon in a circle 103 | 101 |
to | 105 |
to 129 To describe an ellipse 130 To find the centre | 127 |
To inscribe a circle in a given triangle 48 To circumscribe | 47 |
To describe about a given circle a triangle the angles of which | 54 |
To draw two external tangents to two given circles 66 | 65 |
CHAPTER XVI | 137 |
to 176 Orthographic projection and sections of solids | 163 |
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Vanlige uttrykk og setninger
ABCD angular points arch axis base Bisect the angle called centre CHAPTER chords complete construct contained copied corresponding curve describe describe a circle diagonal diameter difference distance divide division draw draw a perpendicular draw parallels drawn edge elevation ellipse equal equilateral triangle example feet figure fixed follows four furlongs given angle given base given circle given point given radius given straight line given triangle gives half hexagon inches inscribe intersect isosceles triangle Join length marked mean proportional measure meet method miles observe obtained parallel parallelogram pass plane position produced proposition radii rectangle reduced regular regular polygon represents respectively right angles rule scale segment semicircle shew shewn sides similar figures solid square suppose taken tangent third touch triangle ABC vertical