Final: Master of Triangles
Part of the Triangles section of Coddy's Geometry journey. Lesson 60 of 60.
A roof truss is an isosceles triangle. Its two sloping beams are 13 m each, and the horizontal beam along the bottom is 24 m. An upright post runs from the peak down to the middle of the bottom beam, meeting it at a right angle.
Find the area of the triangle and the total length of its three outer beams.
Challenge
The truss △ABC has AB = AC = 13 and BC = 24, with the post AD to the midpoint D. Find both its area and its perimeter, then press Check.
Try it yourself
Find the marked part of the figure
All lessons in Triangles
1The Triangle Inequality
Can Three Sticks Meet?Exactly ReachingThe Range of the Third SideRecap: The Third Side5The Pythagorean Theorem
Squares on the SidesFinding the HypotenusePythagorean TriplesWhen It Is Not WholeRecap: The Hypotenuse3Perimeter
Around the EdgeA Missing SideIsosceles PerimeterSides as ExpressionsRecap: Around the Edge6Finding a Leg
Working BackwardsThe LadderWhich Side Is c?A Leg That Is Not WholeRecap: Finding a Leg9Similar Triangles
Same Shape, Different SizeThe Scale FactorFinding a SideMatching the CornersRecap: Similar Triangles12Final Challenges
Final: Three SticksFinal: The FenceFinal: The LadderFinal: The ShadowFinal: Master of Triangles