The following plots identify the length of delay (in days) and the corresponding cumulative probabilities for each of two methods, 1 and 2, of transporting an item from Toronto to Vancouver. As indicated on the graph, both cumulative distribution functions are continuous. Refer to the graph to answer the following. Which method should be chosen if the sender wishes to minimize the probability that the delay will be greater than 4 day(s)? Enter either 1 (for Method 1) or 2 (for Method 2) below or enter 0 if both methods are equally as good for this purpose. Method 1 in Blue Dotted / Method 2 in Red Solid 1.2 0 1 2 3 4 5 6 7 8 _-- F1[x) F2[x)