Calculate triangle area when one side, the adjacent side and the median to the known base are given. Uses the median geometry and Pythagorean relationship.
Fill in the details and click Calculate to see your results.
A median joins a vertex to the midpoint of the opposite side.
This calculator uses the base, one adjacent side and the median drawn to that base.
The calculation first finds the offset from the base midpoint and then derives the perpendicular height.
| Base a | 10 cm |
| Adjacent Side b | 7 cm |
| Median to Base ma | 6 cm |
| Triangle Area | 29.3939 |
| Perpendicular Height | 5.87878 |
| Valid Geometry | 1 |
The calculator derives the perpendicular height and then the triangle area.
Try this example →A median is a segment from a vertex to the midpoint of the opposite side.
No. They are equal only in special symmetric cases, such as an isosceles triangle when the median is drawn to the base.
It needs the base, one adjacent side and the median to that base.
Yes. It is intended mainly for geometry and competitive mathematics problems.