Thus, the (intersection of angle bisectors) is equidistant from all three sides. That distance is the inradius (used to find area via (\textArea = r \cdot s), where (s) is semiperimeter).
Sum of any two sides > third side. Given sides ( a, b, c ): [ a + b > c, \quad b + c > a, \quad a + c > b ] unit 5 test study guide relationships in triangles
I’ll organize it by , theorems , formulas , and example problem types you’ll likely see on the test. Thus, the (intersection of angle bisectors) is equidistant
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