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Side viii
With a view to facilitating the student ' s progress it has been arranged that , as a
rule , each proposition should have a page to itself , and that those of greater
length should occupy pages facing each other : so also that propositions and the
...
With a view to facilitating the student ' s progress it has been arranged that , as a
rule , each proposition should have a page to itself , and that those of greater
length should occupy pages facing each other : so also that propositions and the
...
Side xv
greater than . < less than . . : : because . . : therefore . : is to . The object aimed at
is merely to place before the student the various steps of an argument in a more
succinct form by curtailing the verbiage , thus enabling him to take in at a glance
...
greater than . < less than . . : : because . . : therefore . : is to . The object aimed at
is merely to place before the student the various steps of an argument in a more
succinct form by curtailing the verbiage , thus enabling him to take in at a glance
...
Side xvi
If one magnitude be greater than another any multiple of the former is greater
than the same multiple of the latter . If a multiple of one magnitude be greater
than the same multiple of another then the former magnitude is greater than the
latter .
If one magnitude be greater than another any multiple of the former is greater
than the same multiple of the latter . If a multiple of one magnitude be greater
than the same multiple of another then the former magnitude is greater than the
latter .
Side 2
The size of an angle does not depend on the length of its arms but on their
direction , and is said to be greater or less according as the difference of direction
of its arms is greater or less . . . It is evident that Two straight lines - cannot
enclose a ...
The size of an angle does not depend on the length of its arms but on their
direction , and is said to be greater or less according as the difference of direction
of its arms is greater or less . . . It is evident that Two straight lines - cannot
enclose a ...
Side 22
PROPOSITION XIII . If a side of a triangle be produced the exterior angle is
greater than either of the interior and opposite angles . - - - - - - - - - - Let the side
BC of A ABC be produced to D . Then shall the LACD be > either of the < s BAC ,
ABC .
PROPOSITION XIII . If a side of a triangle be produced the exterior angle is
greater than either of the interior and opposite angles . - - - - - - - - - - Let the side
BC of A ABC be produced to D . Then shall the LACD be > either of the < s BAC ,
ABC .
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base bisect Cambridge centre chapter chord circle circumference cloth College common complete construction contained Crown 8vo DEFINITION describe diameter difference divided double draw drawn Edition elementary English equal equiangular Examination Examples extremities fall fcap figure former four GEOMETRY given point given straight line Grammar greater Hence illustrations impossible inscribed introduction Join language Latin less magnitudes Master Mathematical meet method Notes opposite parallel parallelogram pass perimeter perpendicular plane polygon possible present principles PROBLEM produced Professor proportional PROPOSITION prove ratio rect rectangle render respectively revised right angles Schools segment selected sides similar Similarly square taken tangent THEOREM third touch TREATISE triangle twice University volume whole
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Side 157 - The first of four magnitudes is said to have the same ratio to the second, which the third has to the fourth, when any equimultiples whatsoever of the first and third being taken, and any equimultiples whatsoever of the second and fourth ; if the multiple of the first be less than that of the second, the multiple of the third is also less than that of the fourth...
Side 31 - ... and the principles on which the observations made with these instruments are treated for deduction of the distances and weights of the bo.iits of the Solar System, and of a few stars, omitting all minutiit of Elementary Class- Books — continued. formulcE, and all troublesome details of calculation.