Describe the series of transformations that have occurred to move the triangle and quadrant forward to the triangular quadrant 2 to show that the triangles are congruent
To move the triangle and quadrant forward to the triangular quadrant, we would need to perform a series of transformations. Here is a step-by-step description:
1. Translation: Move the entire triangle and quadrant forward in the same direction by the same distance. This will shift the entire figure without changing its shape or orientation.
2. Rotation: Rotate the triangle and quadrant around a point to align them with the triangular quadrant. The rotation must be such that the corresponding sides and angles of the triangle and the triangular quadrant align.
3. Reflection: Reflect the triangle and quadrant across a line to flip them over and make them face the correct direction. The line of reflection should be chosen such that corresponding sides and angles of the triangle and the triangular quadrant align.
By performing these transformations, we will be able to superimpose the triangle onto the triangular quadrant, showing that they are congruent.