Cylinder
(the database of solved problems)
All the problems and solutions shown below were generated using the Cylinder Calculator.
| ID |
Problem |
Count |
| 351 | Find the radius $ r $ of a cylinder if radius $r = 1.5\, \text{m}$ and height $h = 2.5\, \text{m}$. | 1 |
| 352 | Find the volume $ V $ of a cylinder if diameter $d = 12\, \text{ft}$ and height $h = 10\, \text{ft}$. | 1 |
| 353 | Find the radius $ r $ of a cylinder if height $h = 8\, \text{m}$ and volume $V = 1256\, \text{m}^3$. | 1 |
| 354 | Find the area $ A $ of a cylinder if radius $r = 10\, \text{mm}$, diameter $d = 20\, \text{mm}$ and height $h = 30\, \text{mm}$. | 1 |
| 355 | Find the volume $ V $ of a cylinder if radius $r = 10\, \text{mm}$, diameter $d = 20\, \text{mm}$, height $h = 30\, \text{mm}$ and base area $AB = 20\, \text{mm}^2$. | 1 |
| 356 | Find the volume $ V $ of a cylinder if radius $r = 10\, \text{mm}$ and height $h = 30\, \text{mm}$. | 1 |
| 357 | Find the radius $ r $ of a cylinder if height $h = 6\, \text{mm}$ and volume $V = 54\, \text{mm}^3$. | 1 |
| 358 | Find the volume $ V $ of a cylinder if radius $r = 3.1\, \text{mm}$ and height $h = 8\, \text{mm}$. | 1 |
| 359 | Find the volume $ V $ of a cylinder if radius $r = 6\, \text{ft}$ and height $h = 3\, \text{ft}$. | 1 |
| 360 | Find the radius $ r $ of a cylinder if radius $r = 11\, \text{mm}$ and height $h = 12.2\, \text{mm}$. | 1 |
| 361 | Find the volume $ V $ of a cylinder if radius $r = 6\, \text{mm}$ and height $h = 15\, \text{mm}$. | 1 |
| 362 | Find the area $ A $ of a cylinder if diameter $d = 5\, \text{mm}$ and height $h = 10\, \text{mm}$. | 1 |
| 363 | Find the volume $ V $ of a cylinder if diameter $d = 6\, \text{mm}$ and height $h = 12\, \text{mm}$. | 1 |
| 364 | Find the height $ h $ of a cylinder if diameter $d = 54\, \text{mm}$ and volume $V = 125\, \text{cm}^3$. | 1 |
| 365 | Find the lateral area $ AL $ of a cylinder if diameter $d = 32\, \text{in}$ and volume $V = 10000\pi\, \text{in}^3$. | 1 |
| 366 | Find the diameter $ d $ of a cylinder if radius $r = 324\, \text{mm}$, diameter $d = 4\, \text{mm}$, volume $V = 3\, \text{mm}^3$ and base area $AB = 6\, \text{mm}^2$. | 1 |
| 367 | Find the height $ h $ of a cylinder if radius $r = 2.6\, \text{cm}$ and volume $V = 196\, \text{cm}^3$. | 1 |
| 368 | Find the height $ h $ of a cylinder if radius $r = 2.6\, \text{cm}$ and volume $V = 198\, \text{cm}^3$. | 1 |
| 369 | Find the height $ h $ of a cylinder if radius $r = 2.6\, \text{mm}$ and volume $V = 198\, \text{mm}^3$. | 1 |
| 370 | Find the volume $ V $ of a cylinder if radius $r = 8\, \text{in}$ and height $h = 12\, \text{in}$. | 1 |
| 371 | Find the volume $ V $ of a cylinder if diameter $d = 4\, \text{yd}$ and height $h = 6\, \text{yd}$. | 1 |
| 372 | Find the radius $ r $ of a cylinder if diameter $d = 1.9\, \text{in}$ and height $h = 3.28\, \text{ft}$. | 1 |
| 373 | Find the height $ h $ of a cylinder if radius $r = 3\, \text{mm}$ and volume $V = 252\, \text{mm}^3$. | 1 |
| 374 | Find the volume $ V $ of a cylinder if diameter $d = 18\, \text{mm}$ and height $h = 12\, \text{mm}$. | 1 |
| 375 | Find the radius $ r $ of a cylinder if height $h = 6.4\, \text{mm}$ and volume $V = 219\, \text{mm}^3$. | 1 |
| 376 | Find the volume $ V $ of a cylinder if radius $r = 2.5\, \text{cm}$, diameter $d = 5\, \text{cm}$ and height $h = 20\, \text{mm}$. | 1 |
| 377 | Find the volume $ V $ of a cylinder if radius $r = 2.5\, \text{cm}$ and height $h = 8\, \text{cm}$. | 1 |
| 378 | Find the volume $ V $ of a cylinder if radius $r = 2.5\, \text{cm}$ and height $h = 8.5\, \text{cm}$. | 1 |
| 379 | Find the volume $ V $ of a cylinder if radius $r = 2.5\, \text{cm}$ and height $h = 8.668\, \text{cm}$. | 1 |
| 380 | Find the volume $ V $ of a cylinder if radius $r = 2.5\, \text{cm}$ and height $h = 8.6707\, \text{cm}$. | 1 |
| 381 | Find the radius $ r $ of a cylinder if diameter $d = 12\, \text{ft}$ and height $h = 14\, \text{in}$. | 1 |
| 382 | Find the radius $ r $ of a cylinder if radius $r = 5.75\, \text{cm}$ and height $h = 132\, \text{cm}$. | 1 |
| 383 | Find the radius $ r $ of a cylinder if radius $r = 2\, \text{in}$, diameter $d = 2\, \text{in}$ and height $h = 6\, \text{in}$. | 1 |
| 384 | Find the radius $ r $ of a cylinder if diameter $d = 20\, \text{m}$ and height $h = 13\, \text{m}$. | 1 |
| 385 | Find the radius $ r $ of a cylinder if volume $V = 13611.9\, \text{mm}^3$. | 1 |
| 386 | Find the radius $ r $ of a cylinder if radius $r = 17\, \text{mm}$ and volume $V = 13611.9\, \text{mm}^3$. | 1 |
| 387 | Find the height $ h $ of a cylinder if radius $r = 17\, \text{mm}$ and volume $V = 13611.9\, \text{mm}^3$. | 1 |
| 388 | Find the radius $ r $ of a cylinder if height $h = 19\, \text{mm}$ and volume $V = 15272.96\, \text{mm}^3$. | 1 |
| 389 | Find the height $ h $ of a cylinder if radius $r = 7.996\, \text{in}$ and diameter $d = 15.992\, \text{in}$. | 1 |
| 390 | Find the base area $ A_B $ of a cylinder if radius $r = 1.5\, \text{in}$, diameter $d = 3\, \text{in}$ and height $h = 6.5\, \text{in}$. | 1 |
| 391 | Find the base area $ A_B $ of a cylinder if radius $r = 1.5\, \text{in}$ and height $h = 6.5\, \text{in}$. | 1 |
| 392 | Find the radius $ r $ of a cylinder if height $h = 5\, \text{mm}$ and volume $V = 100\pi\, \text{mm}^3$. | 1 |
| 393 | Find the radius $ r $ of a cylinder if height $h = 15\, \text{mm}$ and volume $V = 500\, \text{mm}^3$. | 1 |
| 394 | Find the radius $ r $ of a cylinder if height $h = 15\, \text{cm}$ and volume $V = 500\, \text{cm}^3$. | 1 |
| 395 | Find the radius $ r $ of a cylinder if radius $r = 45\, \text{mm}$. | 1 |
| 396 | Find the volume $ V $ of a cylinder if radius $r = 14\, \text{cm}$ and height $h = 33\, \text{cm}$. | 1 |
| 397 | Find the area $ A $ of a cylinder if radius $r = 5.33\, \text{mm}$ and height $h = 3.5\, \text{mm}$. | 1 |
| 398 | Find the radius $ r $ of a cylinder if diameter $d = 200\, \text{mm}$ and height $h = 60\, \text{cm}$. | 1 |
| 399 | Find the volume $ V $ of a cylinder if radius $r = 100\, \text{mm}$, diameter $d = 200\, \text{mm}$ and height $h = 60\, \text{cm}$. | 1 |
| 400 | Find the volume $ V $ of a cylinder if diameter $d = 20\, \text{cm}$ and height $h = 60\, \text{cm}$. | 1 |
