What type of transportation of a geometric figure can you relate to a scale drawing?
One type of transportation of a geometric figure that can be related to a scale drawing is enlargement or reduction. When creating a scale drawing, the original figure is either scaled up (enlarged) or scaled down (reduced) proportionally to create the drawing. This is similar to how an object can be transported or transferred to a different location or size in real-life transportation.
When it comes to a scale drawing, the type of transportation of a geometric figure that can be related is called a rigid transformation. Rigid transformations preserve the shape and size of an object, and they include translations, rotations, and reflections.
1. Translation: This type of transformation involves moving the entire figure without changing its shape or orientation. It can be seen as sliding the figure in any direction without any change in size or angles.
2. Rotation: In a rotation, the entire figure is rotated around a fixed point called the center of rotation. This means that each point of the figure is moved an equal distance and in the same direction, maintaining the shape and size of the figure.
3. Reflection: Reflection is a transformation that produces a mirror image of the figure across a line called the line of reflection. Every point on the figure is reflected across the line, resulting in a flipped version of the original shape.
These three types of transformations can be used in scale drawings to transport geometric figures and maintain their proportions while changing their position, orientation, or orientation.