No because it is a 2 dimensional triangle having 2 equal sides and 2 equal base angles
A 3D isosceles triangle is a three-dimensional shape that retains the properties of an isosceles triangle, where two sides are of equal length, but it exists in a spatial context rather than on a flat plane. In 3D, this could refer to a triangular prism with a triangular base that is isosceles, or to the triangular face of a 3D object like a pyramid. The defining feature remains that two of the triangle's sides are equal, while the third side can vary in length.
You are an isosceles triangle
triangle * * * * * A triangle is NOT a 3d shape! A cube.
pyramid
An isosceles triangle is a triangle (3-sided, 2-dimensional shape), 2 sides of which are equal in length. Any triangle which is not equalateral
A 3D isosceles triangle is a three-dimensional shape that retains the properties of an isosceles triangle, where two sides are of equal length, but it exists in a spatial context rather than on a flat plane. In 3D, this could refer to a triangular prism with a triangular base that is isosceles, or to the triangular face of a 3D object like a pyramid. The defining feature remains that two of the triangle's sides are equal, while the third side can vary in length.
An isosceles-triangle based prism.
An isosceles triangle can never be a scalene triangle but it can take the shape of a right angle triangle
How about the shape of an isosceles triangle
It is an isosceles prism.
V= area of the triangle x length
You are an isosceles triangle
triangle * * * * * A triangle is NOT a 3d shape! A cube.
pyramid
An isosceles triangle is a triangle (3-sided, 2-dimensional shape), 2 sides of which are equal in length. Any triangle which is not equalateral
An isosceles triangle.* * * * *An equilateral triangle has 3 lines of symmetry, while an isosceles triangle has only one, and any other triangle (non-isosceles right triangle, or scalene triangle) has zero.
The correct spelling is "isosceles." An isosceles triangle is a geometric shape with two equal sides.