... and c. 35. The edges of two hollow cubes differ by 10 centimeters. If a certain quantity of water is poured into the larger cube, there remain 1578 cubic centimeters of space not filled with water. If the second cube contained 142 cubic... Diophantine Analysis - Page 110by Robert Daniel Carmichael - 1915 - 118 pagesFull view - About this book
| Alexander Ingram, James Trotter (arithmetician.) - History - 1844
...product of any two of them added to the sum of the same two, shall make a square. Ans. 4, 9, and 28. 89. **To find three numbers such, that the product of any two of them** diminished by the third shall be a square. . 5 13 , 20 Ans. •£ —, and — . 90. To find two numbers... | |
| Arthur Schultze - 1905
...reaches after t seconds an elevation а = vt — 1 12. (g= 32 feet.) If v = 64, and s = 48, find t. 34. **Find three numbers such that the product of any two of them** divided by the third one gives respectively the quotients a, 6, and c. 36. The edges of two hollow... | |
| Arthur Schultze - Algebra - 1906 - 562 pages
...reaches after í seconds an elevation s = vt — ^ i2. (g= 32 feet.) If D = 64, and s = 48, find t. 34. **Find three numbers such that the product of any two of them** divided by the third one gives respectively the quotients а, 6, and c. 35. The edges of two hollow... | |
| Arthur Schultze - 1906
...reaches after t seconds an elevation s = vt — У-t*. (g= 32 feet.) If v = 64, and s = 48, find t. 34. **Find three numbers such that the product of any two of them** divided by the third one gives respectively the quotients a, b, and c. 35. The edges of two hollow... | |
| R. D. Carmichael - Mathematics - 2004 - 118 pages
...their sum is a cube. (Diophantus.) 4. Show how to find three numbers such that the square of any one **of them plus or minus the sum of the three is a square. (Diophantus;** Hart, 1876.) 5. Show how to find three numbers such that the product of any two of them plus or minus... | |
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