It is possible to create an image of the quadrilateral TEAM by charting the points T'(-3, -2), E'(-2, -4), A'(2, -3) and M'(-5, -7).
A quadrilateral is a polygon with four sides, four vertices, and four angles. The sum of the interior angles in any quadrilateral is always 360 degrees.
Given the figure's quadrilateral TEAM and the quadrilateral's rotation around the origin is -180°.
The quadrilateral TEAM's coordinates are,
A(-2, 3) T(3, 2) E(2, 4) and M(5, 7)
Following a -180° rotation, the coordinates are
A(2, -3), T'(-3, -2), E(-2, -4), and M(-5, -7)
Therefore, by charting the points T'(-3, -2), E'(-2, -4), A'(2, -3) and M'(-5, -7), the quadrilateral TEAM image can be created.
Therefore, by charting the points T'(-3, -2), E'(-2, -4), A'(2, -3) and M'(-5, -7), the quadrilateral TEAM image can be created.
Question
Quadrilateral TEAM is rotated -180° about the origin. Draw the image of this rotation.