Cuboid – Solved Problems Database
All the problems and solutions shown below were generated using the Cuboid Calculator.
ID |
Problem |
Count |
1 | Find the length $ l $ of a cuboid if ???. | 26 |
2 | Find the length $ l $ of a cuboid if diagonal $d = 16$. | 16 |
3 | Find the area $ A $ of a cuboid if length $l = 6$, width $w = 6$ and height $h = 6$. | 14 |
4 | Find the area $ A $ of a cuboid if length $l = 2$, width $w = 7$ and height $h = 2$. | 14 |
5 | Find the length $ l $ of a cuboid if length $l = 6$, width $w = 5$ and height $h = 3$. | 14 |
6 | Find the area $ A $ of a cuboid if length $l = 15$, width $w = 12$ and height $h = 7$. | 11 |
7 | Find the area $ A $ of a cuboid if length $l = 17$, width $w = 14$ and height $h = 6.5$. | 11 |
8 | Find the area $ A $ of a cuboid if length $l = 6$, width $w = 5$ and height $h = 3$. | 10 |
9 | Find the length $ l $ of a cuboid if length $l = 9$ and width $w = 9$. | 9 |
10 | Find the area $ A $ of a cuboid if length $l = 14$, width $w = 8.5$ and height $h = 6.5$. | 8 |
11 | Find the length $ l $ of a cuboid if height $h = 3$ and area $A = 50$. | 6 |
12 | Find the area $ A $ of a cuboid if length $l = 10$, width $w = 6$ and height $h = 8$. | 6 |
13 | Find the height $ h $ of a cuboid if length $l = 20$, volume $V = 300$ and area $A = 370$. | 5 |
14 | Find the height $ h $ of a cuboid if width $w = 2$, volume $V = 720$ and area $A = 876$. | 4 |
15 | Find the length $ l $ of a cuboid if length $l = 4$, width $w = 4$, height $h = 10$ and volume $V = 12000$. | 4 |
16 | Find the diagonal $ d $ of a cuboid if length $l = 2$, width $w = 3$ and height $h = 4$. | 3 |
17 | Find the length $ l $ of a cuboid if length $l = 5$, width $w = 2$ and height $h = 3$. | 3 |
18 | Find the length $ l $ of a cuboid if length $l = 6$, width $w = 4$ and height $h = \frac{ 1 }{ 2 }$. | 3 |
19 | Find the length $ l $ of a cuboid if height $h = 2$ and volume $V = 72$. | 3 |
20 | Find the length $ l $ of a cuboid if length $l = 5$, width $w = 4$, height $h = 3$ and volume $V = 7500$. | 3 |
21 | Find the length $ l $ of a cuboid if length $l = \sqrt{ 3 }$, width $w = \sqrt{ 6 }$ and height $h = \sqrt{ 9 }$. | 3 |
22 | Find the lateral area $ A_L $ of a cuboid if length $l = \sqrt{ 3 }$, width $w = \sqrt{ 6 }$ and height $h = \sqrt{ 9 }$. | 3 |
23 | Find the area $ A $ of a cuboid if length $l = 17.2$, width $w = 3$ and height $h = 5.5$. | 3 |
24 | Find the length $ l $ of a cuboid if length $l = 9$, width $w = 20$ and height $h = 16$. | 3 |
25 | Find the area $ A $ of a cuboid if length $l = 9$, width $w = 20$ and height $h = 16$. | 3 |
26 | Find the length $ l $ of a cuboid if length $l = 2$, width $w = 3$ and height $h = 4$. | 2 |
27 | Find the diagonal $ d $ of a cuboid if length $l = 6.8$ and height $h = 9.3$. | 2 |
28 | Find the length $ l $ of a cuboid if length $l = 8$ and volume $V = 288$. | 2 |
29 | Find the length $ l $ of a cuboid if width $w = 4$ and volume $V = 196$. | 2 |
30 | Find the volume $ V $ of a cuboid if length $l = 2000$, width $w = 1000$ and height $h = 800$. | 2 |
31 | Find the volume $ V $ of a cuboid if length $l = 2$, width $w = 1$ and height $h = 1$. | 2 |
32 | Find the lateral area $ A_L $ of a cuboid if length $l = 5$, width $w = 2$ and height $h = 3$. | 2 |
33 | Find the area $ A $ of a cuboid if length $l = 5$, width $w = 2$ and height $h = 3$. | 2 |
34 | Find the length $ l $ of a cuboid if width $w = 3$, height $h = 2$ and volume $V = 42$. | 2 |
35 | Find the length $ l $ of a cuboid if length $l = 4.05$, width $w = 2.95$ and height $h = 1.91$. | 2 |
36 | Find the volume $ V $ of a cuboid if length $l = 5$, width $w = 7$ and height $h = 6$. | 2 |
37 | Find the length $ l $ of a cuboid if length $l = 8$, width $w = 6$ and height $h = 4$. | 2 |
38 | Find the volume $ V $ of a cuboid if length $l = 2030$, width $w = 1300$ and height $h = 1100$. | 2 |
39 | Find the height $ h $ of a cuboid if length $l = 5$, width $w = 6$ and area $A = 104$. | 2 |
40 | Find the width $ w $ of a cuboid if length $l = 40.15$, height $h = 19$ and volume $V = 2463$. | 2 |
41 | Find the volume $ V $ of a cuboid if length $l = 3$, width $w = 5$ and height $h = 6$. | 2 |
42 | Find the length $ l $ of a cuboid if length $l = 34.87$. | 2 |
43 | Find the lateral area $ A_L $ of a cuboid if length $l = 3$, width $w = 5$ and height $h = 6$. | 2 |
44 | Find the width $ w $ of a cuboid if length $l = 40.1497$, height $h = 18$ and volume $V = 2463$. | 2 |
45 | Find the length $ l $ of a cuboid if length $l = 3$, width $w = 5$ and height $h = 4$. | 2 |
46 | Find the volume $ V $ of a cuboid if length $l = 1530$, width $w = 1300$ and height $h = 1100$. | 2 |
47 | Find the length $ l $ of a cuboid if volume $V = 12500$. | 2 |
48 | Find the volume $ V $ of a cuboid if length $l = 153$, width $w = 130$ and height $h = 110$. | 2 |
49 | Find the volume $ V $ of a cuboid if length $l = 15.3$, width $w = 13$ and height $h = 11$. | 2 |
50 | Find the length $ l $ of a cuboid if length $l = 5$, width $w = 4$, height $h = 6$ and volume $V = 120$. | 2 |