The problem asks us to identify a shape based on three clues: it has 2 pairs of sides of equal length, it is a quadrilateral, and it does not have 4 right angles. We are given one shape to consider, which we need to determine whether it fits all three clues.

1. Problem Description

The problem asks us to identify a shape based on three clues: it has 2 pairs of sides of equal length, it is a quadrilateral, and it does not have 4 right angles. We are given one shape to consider, which we need to determine whether it fits all three clues.

2. Solution Steps

Let's analyze the given shape (A): a square with sides of length 3m.

* Clue 1: The shape has 2 pairs of sides of equal length. Since all sides are equal (3m), it has 2 pairs of sides of equal length. The condition is met.

* Clue 2: The shape is a quadrilateral. A square is a quadrilateral because it has four sides. The condition is met.

* Clue 3: The shape does not have 4 right angles. A square has 4 right angles. So, this condition is not met.

Since the shape (A) does not satisfy all three conditions, it is not the answer. However, because this is the only shape that's been presented, the question cannot be answered. Let's assume there are other shapes, and we have to find the one that satisfies these clues.

A parallelogram has two pairs of sides of equal length. It's a quadrilateral. If it doesn't have four right angles, it is not a rectangle or a square. Thus, the answer would be a parallelogram that is not a rectangle or a square. A rhombus also fits the criteria, as it has two pairs of sides of equal length (in fact, all sides are equal), it is a quadrilateral, and if its angles are not right angles, it fits the final criteria.

Since shape (A) is a square and it has four right angles, it does not satisfy clue

3.

3. Final Answer

Shape A does not match all three clues. The problem lacks information and has no answer as it is. We cannot determine a final answer based on the provided image.

Shape A: Not the answer.