 | Elias Loomis - 1851 - 300 lapas
...— inches. v"r Ex. 22. If the diameter of the base of a cone increase uniformly at the rate of TV inch per second, at what rate is its solidity increasing...becomes 10 inches, the height being constantly one foot ? Ans. 2n inches per second. SECTION II. OF SUCCESSIVE DIFFERENTIALS — MACLAURIN'S THEOREM — TAYLOR'S... | |
 | Elias Loomis - 1859 - 320 lapas
...Ans. inches. V* Ex. 22. If the diameter of the base of a cone increase uniformly at the rate of T'T inch per second, at what rate is its solidity increasing...becomes 10 inches, the height being constantly one foot? Ans. 2n inches per second. SECTION II. OF SUCCESSIVE DIFFERENTIALS — MACLAURIN'S THEOREM — TAYLOR'S... | |
 | 1864 - 640 lapas
...the TU'e4. If the diameter of the base of a cone increase uniformly, at the rate of one-tenth of an inch per second, at what rate is its solidity increasing when the diameter of the base becomes ten inches, the height being constantly one inch? 5. Explain ilaclauren's Theorem, and state the principle... | |
 | David Martin Sensenig - 1890 - 204 lapas
...a sphere increases how many times as fast as its radius ? When its radius is 6 inches and increases at the rate of 1 inch per second, at what rate is the volume increasing ? 4. At what rate is the diagonal of a square increasing when the side of the... | |
 | Charles Godfrey - 1918 - 574 lapas
...sometimes called the аз-rate of change of y. EXERCISE XXIV. b. 1. The radius of a circle increases uniformly at the rate of •1 inch per second. At what rate is the area increasing when the radius is 1 foot? 2. Find where the x and the у of the curve у = 5x... | |
 | Charles Godfrey - 2016 - 112 lapas
...is sometimes called the x-rate of change of y. EXERCISE XXIV. b. 1. The radius of a circle increases uniformly at the rate of •1 inch per second. At what rate is the area increasing when the radius is 1 foot? 2. Find where the x and the y of the curve y = 5x —... | |
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TV inch per second, at what rate is its solidity increasing when the diameter of the base becomes 10 inches, the height being constantly one foot ? Ans. 