Sep 5, 2020 · An isosceles triangle $ABC$ is given $ (AC=BC).$ The perimeter of $\triangle ABC$ is $2p$, and the base angle is $\alpha.$ Find the radius of the circumscribed circle $R$.

Jul 16, 2023 · In an isosceles right angled triangle, vertex opposite to the hypotenuse which has $90^\\circ$ is always on the perpendicular bisector of the hypotenuse. So my question is, if we …

Feb 2, 2023 · 3 different shapes are inscribed in an isosceles right triangle. Given that the side shorter side of the isosceles right triangle to be 2. Find their areas. I have found the area of the …

Dec 19, 2024 · Given: Radius of the circle: . Triangle is an isosceles right triangle: Legs . Use . We aim to calculate the area of the triangle outside the circular region.

Apr 2, 2024 · How must I find the third vertex of an equilateral / right isosceles triangle given the coordinates of 2 vertices? Ask Question Asked 1 year, 9 months ago Modified 1 year, 8 …

May 30, 2024 · Besides the obvious answer of an isosceles right triangle, can there be other triangles where the center of its circumscribed circle is located on the perimeter of its incircle? …

Oct 18, 2019 · There's an isosceles triangle with its base length which equals 13, and the other sides' length n. The question is, "if this triangle was a right triangle, what's the value of n ?".

Solution for An isosceles right triangle has a hypotenuse of length 58 inches. What is the perimeter, in inches, of this triangle? 29√2 58√2 C 58 +58√2 D…

Apr 2, 2021 · The right triangle XYZ with sides of lengths x and y, and hypotenuse of length z satisfies that z=√(2xy) , and the triangle XYZ is an isosceles. (This is my answer and I want to …

Jan 18, 2025 · Answer: In an isosceles right triangle, the two legs are equal, and the area is given by the formula: Area=1/2×leg^2 8 =1/2x leg^2 16 =leg^2 leg = 4 cm Hypotenuse=leg× root 2 …