1. Stating the problem: Choose the correct statement from the given options. a. A triangle has 3 sides and 4 vertices. b. A cylinder has 2 flat faces. c. All sides of the rectangle are equal. d. A cuboid has 4 faces and 12 edges. 2. Explaining each option: - a. A triangle has 3 sides but only 3 vertices (corners), not 4. So, option a is incorrect. - b. A cylinder has 2 flat faces (these are the circular bases at the top and bottom). So, option b is correct. - c. All sides of a rectangle are not equal; opposite sides are equal. This is false. - d. A cuboid has 6 faces and 12 edges, not 4 faces. So, option d is incorrect. 3. Conclusion: The correct statement is option b. --- 1. How many corners does this shape have? a. 6 b. 10 c. 13 The shape referenced is a star shape, which typically has 10 corners (5 outer points and 5 inner points). Therefore, the answer is b: 10 corners. --- 1. Which is the odd one out? Options are not fully specified, but option b has a curved line drawn next to it. If the question is to find the shape that is different in type or property, and one option is curved (likely a shape with curved edges) while others are straight-edged shapes, the odd one out would be that option. Therefore, the odd one out is option b (the one with the curved line).