Question

determine the type of triangle that is drawn below.

Explanation:

Step1: Check the side lengths

All side lengths are equal ($6.36$).

Step2: Check the angles

All angles are less than $90^{\circ}$ (acute).

Answer:

Equilateral (Note: If the options provided in the user's image have an "Equilateral" option, that is the correct answer. If there is a mistake in the problem setup and the side - length equality is a typo, but based on the given side - lengths in the problem as presented: If we assume the side - lengths are equal (maybe a formatting error in the original problem's side - length display), an equilateral triangle has all sides equal and all angles equal to $60^{\circ}$ (acute). If the side - lengths are actually not equal (but the problem shows them as $6.36$ for all three sides), then there is a contradiction. But following the visual as per the user's problem statement where side - lengths are marked as equal, the triangle is equilateral. If we consider the options given in the user's problem (where "Equilateral" is an option in the left - hand side answers), that is the correct classification. A triangle with all sides equal is equilateral, and since all angles in an equilateral triangle are $60^{\circ}$ (acute), it is also acute. But the most specific classification is equilateral).