(h)[2] Find the total normal cost of the film. Find the normal cost on the original critical path. Compute the cost proportion of the critical path in the film's budget. The following considerations are for crashing the cinematic project month by month: (i)[1] Starting from the original critical path, the producers want to crash the cinematic project and reduce the completion time by one month. Propose the best solution to crashing. Identify the new critical path(s) if any change happens. Compute the new budget of the film. (j)[1] Following part (i), the producers consider options to crash the film by another month (a total of 2 months down from the original completion time). Propose the best solution to crashing. Identify the resulting critical path(s). Compute the new budget of the film. (k)[1] Following part (j), the producers consider options to crash the film by another month (a total of 3 months down from the original completion time). Propose the best solution to crashing. Identify the resulting critical path(s). Compute the new budget of the film. (l)[1] Following part (k), the producers want to crash the film by another month. Propose the best solution to crashing. Identify the resulting critical path(s). Compute the new budget of the film. After this, can they crash the project by one more month?