yo creo que no es la respuesta
It could have (it would then be an isosceles, or even equilateral triangle) but it does not have to.
A isosceles triangle can have two equal angles, but an equilateral triangle is actually a special isosceles triangle, so it could also have 3.
No but it is possible for it to be an isosceles triangle with angles of 45, 45 and 90 degrees
90
If You Prove An Isosceles Triangle To Have Three Equal Sides. You Now Have Disproved It As Being An Isosceles Triangle. So Even If You Could You Would Now Have An Equilateral Triangle. I Just Can`t See A Way This Can Be Done.
No. The maximum are is attained when it is equilateral and that is less than 7 cm2
You must have more information about the triangle. If you know the angles, and two of them are equal, it is an isosceles triangle. If all three of the angles are sixty-degrees, it is an equilateral triangle. If none of the angles are the same, it is a scalene triangle. If one of the angles is ninety degrees, it is a right triangle (right triangles may also be scalene or isosceles). If you know the side lengths and two of them are equal, it is isosceles. If they are all equal, it is equilateral. If none of them are equal, it is scalene. A scalene or isosceles triangle may also be a right triangle, which you could determine from side lengths using the pythagorean theorem.
This is a very strange question! Here are some options for an answer (some of which could include a square): An equilateral quadrilateral, An equilateral parallelogram, An equilateral quadrangle, An irregular square, A di-isosceles triangle.
This term is usually used with triangles, and in this case, it means that at least 2 sides are equal in length.Note that this could be 2 sides or 3 sides (called an equilateral triangle, and is still an isosceles triangle).
You cannot. An equilateral triangle has 3 lines of symmetry, an isosceles has one and a scalene none. So there is no triangle with two lines of symmetry. Of course, you could draw only two of the three possible lines of symmetry for an equilateral triangle.
No.
Not in this Universe.