The Elementary And Complete Examiner Or Candidates Assistant Prepared to Aid
The Elementary And Complete Examiner Or Candidates Assistant Prepared to Aid
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To quickly assess the difficulty of the text, read a short excerpt:
B. VIII.
4. The solidity of a Cone is equal to its base multiplied by a third of its altitude. P. 5. B. YIII.
5. Every section of a sphere, made by a plane, is a circle. P. YII. B. YIII.
6. The solidity of a sphere is equal to its surface multiplied by a third of its radius. P. XIY. B. YIII.
7. Demonstrate the above Propositions ; also P. XVIII, and give General Scholiums. B. VIII.
BOOK IX.
1. Define a Spherical Triangle, Lune, Ungula, and the Pole of a Circle. D. B. IX.
2. "Two Symmetrical sph...erical triangles arc equivalent. " P. 16. B. IX.
3. "The sum of all the angles in any spherical triangle is less than six right angles, and greater than two. " P. ^'^Y. B. IX.
NATURAL PHILOSOPHY. 153 4. "The surface of a spherical triangle is equal to the excess of the sum of its three angles above two right angles multiplied by the tri-rectanguiar triangle. P. XVIIL B. IX.
Many other questions and Propositions might have been given, but the above will be suf- ficient to indicate what may be expected in regard to this branch.
What to read after The Elementary And Complete Examiner Or Candidates Assistant Prepared to Aid?
You can find similar books in the "Read Also" column, or choose other free books by Isaac Stone to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
B. VIII.
4. The solidity of a Cone is equal to its base multiplied by a third of its altitude. P. 5. B. YIII.
5. Every section of a sphere, made by a plane, is a circle. P. YII. B. YIII.
6. The solidity of a sphere is equal to its surface multiplied by a third of its radius. P. XIY. B. YIII.
7. Demonstrate the above Propositions ; also P. XVIII, and give General Scholiums. B. VIII.
BOOK IX.
1. Define a Spherical Triangle, Lune, Ungula, and the Pole of a Circle. D. B. IX.
2. "Two Symmetrical sph...erical triangles arc equivalent. " P. 16. B. IX.
3. "The sum of all the angles in any spherical triangle is less than six right angles, and greater than two. " P. ^'^Y. B. IX.
NATURAL PHILOSOPHY. 153 4. "The surface of a spherical triangle is equal to the excess of the sum of its three angles above two right angles multiplied by the tri-rectanguiar triangle. P. XVIIL B. IX.
Many other questions and Propositions might have been given, but the above will be suf- ficient to indicate what may be expected in regard to this branch.
What to read after The Elementary And Complete Examiner Or Candidates Assistant Prepared to Aid?
You can find similar books in the "Read Also" column, or choose other free books by Isaac Stone to read onlineMoreLess
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