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Sum of Interior Angles One special property of convex polygons is that we can calculate the sum of all interior angles using a simple formula: Formula for Interior Angle Sum Where S is the sum of interior angles and n is the number of sides For a triangle (3 sides): (3-2) 180 = 1 180 = 180 For a quadrilateral (4 sides): (4-2) 180 = 2 180 = 360 For a pentagon (5 sides): (5-2) 180 = 3 180 = 540 This formula works for all convex polygons and even for concave polygons too

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Methotrexate impacts conserved pathways in diverse human gut bacteria leading to decreased host immune activation