How many degrees of rotation does this appear to be?
How many degrees of rotation does this appear to be?
The vertices of a quadrilateral are E(1,2), V(1,4), A(4,4), N(4,2).
Draw the figure and its image after a translation 3 units left and 2 units down.
The vertices of a triangle are S(-1,-2), A(-2,2), and M(-3,0).
Draw the figure and its image after a translation 5 units right and 1 unit up.
Translate the triangle according to the directions.
Draw the figure and its reflection over the x-axis (draw in BLUE) and the y-axis (draw in PINK).
Draw the figure and its reflection over the x-axis (draw in BLUE) and the y-axis (draw in PINK).
How many degrees of rotation does this appear to be?
The vertices of a triangle are R(1,2), A(2,2), and M(3,4).
Rotate the triangle 90 degrees counterclockwise about the origin.
Find the coordinates of the image.
With the given degree of rotation where would point P end up at?
180 degree Rotation
How many degrees of rotation does this appear to be?
Identify any congruent figures in the coordinate plane.
Shade in congruent figures in the same color.
Are these figures congruent or similar?
Are these two figures similar?
