Translate the graph of y=sinx to the right by pi units, and then reflect this curve about the x-axis what graph result?

To translate the graph of y = sin(x) to the right by π units, we need to subtract π from x in the equation.

So, the translated graph can be represented as y = sin(x - π).

Now, to reflect this curve about the x-axis, we need to negate the y-values in the equation.

Therefore, the reflected graph would be y = -sin(x - π).

In summary, the graph that represents the translation of y = sin(x) to the right by π units and the reflection about the x-axis is y = -sin(x - π).

y=sin(x-PI)

reflecting it, y=-sin(x-PI)