Triangle has coodinates , , and .
Let be the point in the first quadrant such that has half the area of but both triangles have the same perimeter.
What is the length of If your solution is in a form of , submit as the answer.
Let be a square of side length 12.
What is the area of the purple triangle?
Which of the following triangles has a larger area:
In the figure above triangle with side-lengths , and The incircle is drawn, which is tangential to all three sides. If the green shaded region is equal to , find .
What is the largest possible area of an isosceles triangle with two sides of length 2?