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"Scientific Approach"
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maths - 16 TRIANGLE GEOMETRY SHORTCUTS Area from 2 Heron s Formula 3 Angle Sum Perimeter base and height b B Area = Vls(s-a)(s-b)(s-c) 2 A + ८ + C = १८०९ P = a + b + c Area X b X h b+c a + Exterior Isosceles Pythagoras Equilateral 6 8 5 Triangle Triangle Angle Rule Theorem Exterior angle sum of Equal sides 0 01 a = c2 = a2 + b2 opposite interior angles 60' equal base angles 2 each angle Mid-Segment | 309_60_909 459_45_909 Tnradius १० 12 Triangle Theorem Triangle Area Shortcut 459 x٧2 2x 60' 459 309 B v3 Mid-segment II 3rd side XV3 Area Sides = X Sides = X : X : Xv2 2x =r $ and of it 2 Circumradius 6 Centroid 14 13 Law of Sines 151 Law of Cosines Area Shortcut Shortcut R abc Centroid divides each 0 Area 2R c२ = a२ + b२ - २ab cos sinA sinB sinC median in the ratio 2:1 4R 16 TRIANGLE GEOMETRY SHORTCUTS Area from 2 Heron s Formula 3 Angle Sum Perimeter base and height b B Area = Vls(s-a)(s-b)(s-c) 2 A + ८ + C = १८०९ P = a + b + c Area X b X h b+c a + Exterior Isosceles Pythagoras Equilateral 6 8 5 Triangle Triangle Angle Rule Theorem Exterior angle sum of Equal sides 0 01 a = c2 = a2 + b2 opposite interior angles 60' equal base angles 2 each angle Mid-Segment | 309_60_909 459_45_909 Tnradius १० 12 Triangle Theorem Triangle Area Shortcut 459 x٧2 2x 60' 459 309 B v3 Mid-segment II 3rd side XV3 Area Sides = X Sides = X : X : Xv2 2x =r $ and of it 2 Circumradius 6 Centroid 14 13 Law of Sines 151 Law of Cosines Area Shortcut Shortcut R abc Centroid divides each 0 Area 2R c२ = a२ + b२ - २ab cos sinA sinB sinC median in the ratio 2:1 4R - ShareChat