The transformation given is translation, this one takes the original points 3 units to the left (since the sign on x is negative) and 4 units up.
The coordinates of the original points are R(-1,0), S(1,1) and T(1,-3), hence the new coordinates are:

Then we have the points:

This can be seen in the following graph:
The original triangle is in green and the traslated one is in blue.