Brief Course in Analytic Geometry
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In our eReader you can find the full English version of the book. Read Brief Course in Analytic Geometry Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Brief Course in Analytic Geometry
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To quickly assess the difficulty of the text, read a short excerpt:
25x2-100;+ 1 = 0. 4. aa?=bxy-cy\ 2. 2^^ + 40; = 0. 5. a?-\-^-i:X — A = Q.
3. x'-2xii+y'^+Sx-Zy=zQ. ' 6. ar' + 92/ = 9.
What are the curves of intersection of the surfaces represented by the equations : 7. a;-l = 0, z^ + y^ + «' = VQ'{ 8. 4ar'-92/' = 0, z = 4?
9. x' + y^-^z' = ^, iaP + y'' = 4:?
10. Qiaf + y')- z'' = 25-10 z, « = ±5?
11. Sx'-iy^-z'^n, ^ + t=l?
■^ ' 9 16 Determine the traces upon the coordinate planes of the folloW' ing surfaces : 12. x' + y' = 4:z'; 13. x' - 3y' + 2z'' = 6.
145]... THE LOCUS OF AN EQUATION. SUB FACES 243 Find the equation of : 14. The paraboloid of revolution one of whose traces is 15. The cone of revolution one of whose traces is « = y — 10 and whose axis is the axis of y. Find its vertex.
16. The oblate spheroid one of whose traces is x "^ o' ~ ■'"■ L o 17. The prolate spheroid one of whose traces is 7 9 18. The surface of revolution whose axis is the avaxis and one of whose traces is y^x = — 4.
19. The hyperboloid of two nappes one of whose traces is 162/''-9a^ = 144.
What to read after Brief Course in Analytic Geometry?
You can find similar books in the "Read Also" column, or choose other free books by Tanner, J. H. (John Henry), B. 1861 to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
25x2-100;+ 1 = 0. 4. aa?=bxy-cy\ 2. 2^^ + 40; = 0. 5. a?-\-^-i:X — A = Q.
3. x'-2xii+y'^+Sx-Zy=zQ. ' 6. ar' + 92/ = 9.
What are the curves of intersection of the surfaces represented by the equations : 7. a;-l = 0, z^ + y^ + «' = VQ'{ 8. 4ar'-92/' = 0, z = 4?
9. x' + y^-^z' = ^, iaP + y'' = 4:?
10. Qiaf + y')- z'' = 25-10 z, « = ±5?
11. Sx'-iy^-z'^n, ^ + t=l?
■^ ' 9 16 Determine the traces upon the coordinate planes of the folloW' ing surfaces : 12. x' + y' = 4:z'; 13. x' - 3y' + 2z'' = 6.
145]... THE LOCUS OF AN EQUATION. SUB FACES 243 Find the equation of : 14. The paraboloid of revolution one of whose traces is 15. The cone of revolution one of whose traces is « = y — 10 and whose axis is the axis of y. Find its vertex.
16. The oblate spheroid one of whose traces is x "^ o' ~ ■'"■ L o 17. The prolate spheroid one of whose traces is 7 9 18. The surface of revolution whose axis is the avaxis and one of whose traces is y^x = — 4.
19. The hyperboloid of two nappes one of whose traces is 162/''-9a^ = 144.
What to read after Brief Course in Analytic Geometry?
You can find similar books in the "Read Also" column, or choose other free books by Tanner, J. H. (John Henry), B. 1861 to read onlineMoreLess
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