Triangle ABC is reflected across the X axis, if the coordinates of the original shape or a ( -4, -1 ) B ( -5, -2 ) and C ( -10, -1 ) what are the coordinates of A B and C?
When Triangle ABC is reflected across the X-axis, the y-coordinates of each vertex are negated while the x-coordinates remain the same.
Given that the original coordinates are:
A (-4, -1)
B (-5, -2)
C (-10, -1)
After reflecting across the X-axis, the new coordinates will be:
A (-4, 1)
B (-5, 2)
C (-10, 1)
To reflect a triangle across the x-axis, we need to change the sign of the y-coordinate for each vertex.
Given the original coordinates of triangle ABC as:
A(-4, -1), B(-5, -2), and C(-10, -1)
To reflect across the x-axis, we change the signs of the y-coordinates, resulting in the new coordinates:
New A(-4, 1), New B(-5, 2), and New C(-10, 1)