the point c(x,y) is reflected over the x axis. write a translation rule to derscribe the original point and its reflection. > = the arrow
a.(x,y) > (x,2y)
b.(x,y) > (-x,y)
c.(x,y) > (-x,-y)******
d.(x,y) > (x,-y)
Just over the x axis, same x, negative y
The point C(x, y) is being reflected over the x-axis, which means that its y-coordinate will be negated while the x-coordinate remains unchanged.
To obtain the translation rule for the original point and its reflection, you simply need to describe the transformation in terms of x and y.
In this case, since the y-coordinate is negated and the x-coordinate remains the same, the translation rule is:
C(x, y) > (x, -y)
So, the correct answer is option d.(x, y) > (x, -y).