Question

1. state all the attributes that pertain to this polygon. // indica todos los atributos que pertenecen a este polígono.

Explanation:

Step1: Identify the polygon type

The figure is a quadrilateral (4 - sided polygon).

Step2: Analyze side markings

- Two pairs of adjacent sides have equal markings: one pair with single tick marks, one pair with double tick marks, and one pair with triple tick marks? Wait, no, looking at the diagram: one side with single tick, one with double, one with triple, one with... Wait, actually, the diagram shows: let's re - examine. The quadrilateral has four sides. One side (bottom) with single tick, one side (right) with double ticks, one side (top) with triple ticks? No, maybe I misread. Wait, the standard is: equal - length sides have the same number of tick marks. So in the diagram, we can see:
- Let's label the sides: bottom side (let's say side 1) has 1 tick, right side (side 2) has 2 ticks, top side (side 3) has 3 ticks? No, that can't be. Wait, maybe it's a quadrilateral with two pairs of adjacent equal sides? Wait, no, the correct way: the polygon is a quadrilateral (4 sides). Now, looking at the angle: one right angle (the bottom - right angle looks like a right angle, 90 degrees). Then, side markings: let's see, the bottom side and one other side? Wait, no, the diagram: let's list the attributes:
1. It is a quadrilateral (has 4 sides and 4 angles).
2. It has one right angle (the angle at the bottom - right, between the bottom side and the right side, appears to be 90°).
3. It has three pairs of equal - length sides? No, wait, the tick marks: one side with 1 tick, one with 2 ticks, one with 3 ticks? No, maybe the diagram has: let's check again. The quadrilateral: bottom side (1 tick), right side (2 ticks), top side (3 ticks), left side (1 tick)? Wait, no, the left side has 1 tick? Wait, maybe the correct attributes are:
- It is a quadrilateral (4 - sided polygon).
- It has one right angle (the angle between the bottom and right side is 90 degrees, as it looks like a right angle).
- It has two pairs of adjacent sides with equal lengths? Wait, no, the tick marks: let's assume that the bottom side (with 1 tick) and the left side (with 1 tick) are equal? Wait, the left side has 1 tick, bottom has 1 tick, right side has 2 ticks, top has 3 ticks? No, maybe I made a mistake. Alternatively, the polygon is a quadrilateral with:
- 4 sides (so it's a quadrilateral).
- 1 right angle (the angle at the bottom - right corner).
- Three sides with different tick marks? No, that doesn't make sense. Wait, maybe the diagram is a quadrilateral with two pairs of adjacent equal sides and one right angle. Wait, let's start over.

First, the polygon has 4 sides, so it's a quadrilateral. Then, looking at the angle: the bottom - right angle is a right angle (90°). Then, the side markings: let's say the bottom side (length marked with 1 tick), the right side (length marked with 2 ticks), the top side (length marked with 3 ticks), and the left side (length marked with 1 tick). Wait, no, the left side has 1 tick, bottom has 1 tick, so those two sides are equal. The right side has 2 ticks, and maybe the top side has 3 ticks? No, that seems odd. Alternatively, the correct attributes are:

- It is a quadrilateral (4 sides and 4 angles).
- It has one right angle (the angle between the horizontal bottom side and the vertical right side is 90 degrees).
- It has three sides with distinct tick - mark patterns, but actually, the key attributes are: 4 - sided, one right angle, and sides with different equal - length groupings (e.g., one pair of adjacent sides with the same tick mark, another pair? Wait, maybe the diagram is a quadrilateral with two pairs of adjacent equal sides and one right angle. Let's confirm:

A quadrilateral with:
1. 4 sides (so it's a quadrilateral).
2. 1 right angle (the angle at the bottom - right is 90°).
3. Two pairs of adjacent sides with equal lengths (e.g., bottom and left sides have the same tick, right and top sides? No, the right side has two ticks, top has three. Wait, maybe I misinterpret the tick marks. Let's assume that the tick marks indicate equal lengths: so the side with one tick (bottom) and the side with one tick (left) are equal. The side with two ticks (right) and maybe another side? No, the top has three. So maybe the attributes are:

- Quadrilateral (4 sides).
- One right angle (90° angle at the bottom - right).
- Two sides of equal length (the ones with one tick mark).
- Another side with a different length (the one with two ticks), and another with three ticks? No, this is confusing. Wait, maybe the diagram is a quadrilateral with:

- 4 sides.
- 1 right angle.
- Three sides with equal - length markings? No, the ticks are 1, 2, 3. Wait, maybe the original diagram is a quadrilateral with two pairs of adjacent equal sides and one right angle, making it a type of right - angled quadrilateral with adjacent equal sides.

Alternatively, the correct attributes are:

1. It is a quadrilateral (has 4 sides and 4 interior angles).
2. It contains one right angle (the angle between the bottom side and the right side is 90 degrees, as it appears to be a right angle).
3. It has three sides with distinct lengths (indicated by different numbers of tick marks: 1, 2, and 3 tick marks on three sides, and one side with 1 tick mark, so two sides with the same length (the ones with 1 tick mark)).

Answer:

• It is a quadrilateral (4 - sided polygon).
• It has 4 sides and 4 interior angles.
• It contains one right angle (the angle between the bottom - horizontal side and the right - vertical side is \(90^\circ\)).
• Two of its sides have equal length (the sides marked with a single tick mark).
• The other two sides have different lengths (marked with two and three tick marks respectively).