Consider the principal branch of the function y=arcsinx.
(i) Sketch the graph of y=arcsinx on the same set of axes as the coordinate system.
(ii) The graph is then translated 1 unit to the right and 2 units upward. Write the equation of the new curve.
(iii) Determine the coordinates of the new curve’s endpoints and its y-intercept.
(iv) State the domain and range of the translated curve.