Triangle in 2D
(the database of solved problems)
All the problems and solutions shown below were generated using the Triangle Calculator.
ID |
Problem |
Count |
1 | Find the circumcenter of triangle A=(1, 3) B=(−2, −2) C=(4, −2). | 115 |
2 | Find the orthocenter of triangle A=(−2, 5) B=(5, 1) C=(−4, −5). | 86 |
3 | Find the circumcenter of triangle A=(1, 5) B=(3, 3) C=(3, 5). | 78 |
4 | Find the medians of triangle A=(4, 7) B=(6, −1) C=(−2, 3). | 61 |
5 | Find the area of triangle A=(2, 1) B=(3, −2) C=(−4, −1). | 57 |
6 | Find the area of triangle A=(−4, 2) B=(0, 6) C=(7, −2). | 47 |
7 | Find the orthocenter of triangle A=(−2, 1) B=(2, −1) C=(0, 4). | 47 |
8 | Find the medians of triangle A=(1, 7) B=(2, 3) C=(6, 7). | 32 |
9 | Find the altitudes of triangle A=(1, −2) B=(−2, 1) C=(2, 3). | 32 |
10 | Find the medians of triangle A=(4, 4) B=(3, 0) C=(−1, −4). | 31 |
11 | Find the altitudes of triangle A=(1, 7) B=(8, 11) C=(11, 2). | 31 |
12 | Find the orthocenter of triangle A=(0, 0) B=(0, 60) C=(96, 48). | 30 |
13 | Find the area of triangle A=(4, 4) B=(−2, 3) C=(−4, −5). | 24 |
14 | Find the medians of triangle (3, 4) (−5, 2) (1, −4). | 23 |
15 | Find the incenter of triangle (−7, −13) (5, 3) (−7, 3). | 23 |
16 | Find the circumcenter of triangle A=(−35, 9245) B=(15, 5) C=(0, 5). | 22 |
17 | Find the incenter of triangle (1, −17) (−5, 0) (−8, −4). | 20 |
18 | Find the centroid of triangle A=(−1, 2) B=(3, 4) C=(1, 5). | 20 |
19 | Find the orthocenter of triangle A=(0, 12) B=(12, 6) C=(0, −16). | 20 |
20 | Find the orthocenter of triangle (−7, −13) (5, 3) (−7, 3). | 19 |
21 | Find the altitudes of triangle A=(−23, 0) B=(23, 0) C=(0, 2.598). | 19 |
22 | Find the altitudes of triangle (0, 0) (12, 6) (18, 0). | 19 |
23 | Find the centroid of triangle (−7, −13) (5, 3) (−7, 3). | 18 |
24 | Find the area of triangle A=(0, 0) B=(0, 2) C=(3, 4). | 18 |
25 | Find the centroid of triangle (0, 4) (6, −4) (10, −1). | 18 |
26 | Find the circumcenter of triangle (−7, −13) (5, 3) (−7, 3). | 17 |
27 | Find the orthocenter of triangle A=(4, −3) B=(−1, −2) C=(7, 3). | 17 |
28 | Find the area of triangle A=(0, −8) B=(−2, −3) C=(8, 1). | 17 |
29 | Find the medians of triangle A=(−23, 0) B=(23, 0) C=(0, 2.598). | 17 |
30 | Find the circumcenter of triangle (0, 4) (6, −4) (10, −1). | 16 |
31 | Find the centroid of triangle (0, 7) (−12, −2) (0, −2). | 15 |
32 | Find the incenter of triangle (0, 4) (6, −4) (10, −1). | 15 |
33 | Find the circumcenter of triangle (8, 5) (−2, 4) (−3, −6). | 15 |
34 | Find the centroid of triangle (8, 5) (−2, 4) (−3, −6). | 15 |
35 | Find the incenter of triangle (0, 7) (−12, −2) (0, −2). | 15 |
36 | Find the centroid of triangle (1, −17) (−5, 0) (−8, −4). | 15 |
37 | Find the medians of triangle (−8, 6) (2, 10) (4, −4). | 14 |
38 | Find the circumcenter of triangle (1, −17) (−5, 0) (−8, −4). | 14 |
39 | Find the incenter of triangle (8, 5) (−2, 4) (−3, −6). | 14 |
40 | Find the orthocenter of triangle (1, −17) (−5, 0) (−8, −4). | 14 |
41 | Find the orthocenter of triangle (0, 4) (6, −4) (10, −1). | 14 |
42 | Find the incenter of triangle (−3, 4) (3, 5) (1, −2). | 14 |
43 | Find the medians of triangle A=(0, 0) B=(8, 6) C=(12, 0). | 14 |
44 | Find the orthocenter of triangle (8, 5) (−2, 4) (−3, −6). | 13 |
45 | Find the altitudes of triangle (3, 4) (−5, 2) (1, −4). | 13 |
46 | Find the orthocenter of triangle (0, 7) (−12, −2) (0, −2). | 13 |
47 | Find the area of triangle A=(0, 8) B=(16, 4) C=(0, 0). | 12 |
48 | Find the orthocenter of triangle (1, −1) (−2, 1) (1, −3). | 12 |
49 | Find the centroid of triangle A=(4, 0) B=(2, 9) C=(0, 0). | 11 |
50 | Find the area of triangle A=(−3, 5) B=(3, 2) C=(1, −2). | 11 |