Answer:
side a = 17.58722
angle a = 41.96 degrees
angle b = 47.04 degrees
Step-by-step explanation:
Obtuse Scalene Triangle
Side a = 19.25
Side b = 17.58722
Side c = 26.3
Angle ∠A = 47.04° = 47°2'23" = 0.821 rad
Angle ∠B = 41.96° = 41°57'37" = 0.73234 rad
Angle ∠C = 91° = 1.58825 rad
C=91°B=41.96°A=47.04°b=17.587a=19.25c=26.3
Area = 169.25122
Perimeter p = 63.13722
Semiperimeter s = 31.56861
Height ha = 17.58454
Height hb = 19.24707
Height hc = 12.87082
Median ma = 20.19553
Median mb = 21.30255
Median mc = 12.92339
Inradius r = 5.36138
Circumradius R = 13.152
Vertex coordinates: A[0, 0] B[26.3, 0] C[11.98551, 12.87082]
Centroid: [12.76184, 4.29027]
Inscribed Circle Center: [12.31861, 5.36138]
Circumscribed Circle Center: [13.15, 0.22953]
