# Triangle calculator - result

*You have entered side a, median m*

_{c}and angle β.Triangle has two solutions: a=7; b=4.61096016282; c=6.36437138795 and a=7; b=10.71438515788; c=15.08655305278.

### #1 Acute scalene triangle.

**Sides:**a = 7 b = 4.61096016282 c = 6.36437138795

**Area:**T = 14.31768075168

**Perimeter:**p = 17.97333155077

**Semiperimeter:**s = 8.98766577539

**Angle**∠ A = α = 77.45328590336° = 77°27'10″ = 1.35218074052 rad

**Angle**∠ B = β = 40° = 0.69881317008 rad

**Angle**∠ C = γ = 62.54771409664° = 62°32'50″ = 1.09216535476 rad

**Height:**h

_{a}= 4.09105164334

**Height:**h

_{b}= 6.21217331048

**Height:**h

_{c}= 4.54995132678

**Median:**m

_{a}= 4.3155395782

**Median:**m

_{b}= 6.28798344228

**Median:**m

_{c}= 5

**Inradius:**r = 1.59331181435

**Circumradius:**R = 3.58656335426

**Vertex coordinates:**A[6.36437138795; 0] B[0; 0] C[5.36223111018; 4.54995132678]

**Centroid:**CG[3.90986749938; 1.54998377559]

**Coordinates of the circumcenter:**U[3.18218569398; 1.65330439549]

### #2 Obtuse scalene triangle.

**Sides:**a = 7 b = 10.71438515788 c = 15.08655305278

**Area:**T = 33.93987723808

**Perimeter:**p = 32.79993821066

**Semiperimeter:**s = 16.43996910533

**Angle**∠ A = α = 24.8332793774° = 24°49'58″ = 0.43334140138 rad

**Angle**∠ B = β = 40° = 0.69881317008 rad

**Angle**∠ C = γ = 115.1677206226° = 115°10'2″ = 2.0110046939 rad

**Height:**h

_{a}= 9.69767921088

**Height:**h

_{b}= 6.3355494221

**Height:**h

_{c}= 4.54995132678

**Median:**m

_{a}= 12.60767411919

**Median:**m

_{b}= 10.46985224239

**Median:**m

_{c}= 5

**Inradius:**r = 2.06994763255

**Circumradius:**R = 8.33438970893

**Vertex coordinates:**A[15.08655305278; 0] B[0; 0] C[5.36223111018; 4.54995132678]

**Centroid:**CG[6.81659472099; 1.54998377559]

**Coordinates of the circumcenter:**U[7.54327652639; -3.54440842073]

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