 | Paul Carus - 1891 - 734 σελίδες
...truth above mentioned, that a circle is equal in area to a right-angled triangle, in which one side is equal to the radius of the circle and the other to the circumference. Supposing, accordingly, that the circumference of the circle were rectified, then... | |
 | Hermann Schubert - 1899 - 163 σελίδες
...truth above mentioned, that a circle is equal in area to a right-angled triangle, in which one side is equal to the radius of the circle and the other to the circumference. Supposing, accordingly, that the circumference of the circle had been rectified,... | |
 | Smithsonian Institution. Board of Regents - 1891 - 898 σελίδες
...truth above mentioned, that a circle is equal in area to a right-angle triangle, in which one side is equal to the radius of the circle and the other to the circumference. Supposing, accordingly, that the circumference of the circle were rectified, then... | |
 | Edward Grant - 1974 - 890 σελίδες
...there follows this conclusion : [HI.] EVERY CIRCLE is EQUAL то A RIGHT TRIANGLE ONE OF WHOSE TWO SIDES INCLUDING THE RIGHT ANGLE IS EQUAL TO THE RADIUS OF THE CIRCLE AND THE OTHER OF THESE TO THE CIRCUMFERENCE OF THE CIRCLE. Let there be a circle Z, whose center is Z [Fig. 3]. Fig.... | |
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... ratio between two whole numbers the impossibility of the problem of rectification is not inferable. The quadrature of the circle stands and falls with the problem of rectification. This is based upon the truth above mentioned, that a circle is equal... 