Please handwrite the answer thanks!

Your challenge for this first activity is to create a piecemeal function that: . Has three points where the function is not continuous. Make each point of discontinuity a different type (hole, vertical asymptote, step etc). . Has at least one point where the function is continuous but is not differentiable. You should provide the formula for the function, as well as a sketch of the graph. Note: . While your graph sketch should contain the key points above, do not specify the points where the graph is not continuous or not differentiable. That is for the rest of us to figure out! . In the Headquarters, you may find some inspiration for the types of points in a function that break continuity or differentiability. Let these inspire you, but don't just use examples from there - come up with your own