In a manufacturing process, it has been decided to use a control graph to monitor daily production. The production manager downloads the process every day and gives follow-up to the process through the respective control graph (the manager is interested in the daily behavior of the process). The process works 2 shifts of 8 hrs 6 days a week. What is the best graph to control the process according to the given context: An Xbarra-R chart, Graph l-mR due to the few samples An Xbarra-s chart, It is not possible to use a because n would be size available and the need to control the process because n would be size control graph in this context daily 12 6 333 The following data have been collected for 2 weeks: Day Shift Production Mon-27-Sep A Tue-28-Sep A 322 Wed-29-Sep A 322 Thu-30-Sep A 322 Fri-01-OctA 305 Sat-02-OctA 329 Mon-27-Sep B 379 Tue-28-Sep B 301 Wed-29-Sep B 332 Thu-30-Sep B 367 Fri-01-Oct B 375 Sat-02-OctB 362 Mon-04-Oct A 340 Tue-05-OctA 322 Wed-06-Oct A 333 Thu-07-Oct A 312 Fri-08-Oct A 321 Sat-09-OctA 338 Mon-04-Oct B 358 Tue-05-Oct B 351 Wed-06-Oct B 343 Thu-07-Oct B 367 Fri-08-Oct B 353 Sat-09-Oct B 394 With the above data, calculate the solution was elaborated in excel and the round function to 2 decimal places was used): Subgroup size LSC Chart to control the LC Central trend, LIC LSC Graph to control dispersion LC LIC Finally, identify which of the following graphs are those of the problem: Grfica I-MR de Produccin 400 150 900 L-25 These graphs are built with the data provided, and their limits are well calculated, they also respond to the correct solution to the objective indicated in the statement These graphs are built with the data provided, and their limits are well calculated, but they are not the correct solution to the objective indicated in the statement 13 15 T7 19 21 TI C LCS-6204 M LA - 15 19 23 TI 13 Com Grfica Xbarra-R de Produccin LCS-323 30 X320 adalam 32 These graphs are built with the data provided, and their limits are well calculated, they also respond to the correct solution to the objective indicated in the statement These graphs are built with the data provided, and their limits are well calculated, but they are not the correct solution to the objective indicated in the statement LC52 Ragode LCIO Munta Grfica Xbarra-S de Produccin LCS 350 x34089 Meddelam These graphs are built with the data provided, and their limits are well calculated, they also respond to the correct solution to the objective indicated in the statement These graphs are built with the data provided, and their limits are well calculated, but they are not the correct solution to the objective indicated in the statement JLCB3209 Mum LCS-2000 Opg 5-24, LCI Munt In a manufacturing process, it has been decided to use a control graph to monitor daily production. The production manager downloads the process every day and gives follow-up to the process through the respective control graph (the manager is interested in the daily behavior of the process). The process works 2 shifts of 8 hrs 6 days a week. What is the best graph to control the process according to the given context: An Xbarra-R chart, Graph l-mR due to the few samples An Xbarra-s chart, It is not possible to use a because n would be size available and the need to control the process because n would be size control graph in this context daily 12 6 333 The following data have been collected for 2 weeks: Day Shift Production Mon-27-Sep A Tue-28-Sep A 322 Wed-29-Sep A 322 Thu-30-Sep A 322 Fri-01-OctA 305 Sat-02-OctA 329 Mon-27-Sep B 379 Tue-28-Sep B 301 Wed-29-Sep B 332 Thu-30-Sep B 367 Fri-01-Oct B 375 Sat-02-OctB 362 Mon-04-Oct A 340 Tue-05-OctA 322 Wed-06-Oct A 333 Thu-07-Oct A 312 Fri-08-Oct A 321 Sat-09-OctA 338 Mon-04-Oct B 358 Tue-05-Oct B 351 Wed-06-Oct B 343 Thu-07-Oct B 367 Fri-08-Oct B 353 Sat-09-Oct B 394 With the above data, calculate the solution was elaborated in excel and the round function to 2 decimal places was used): Subgroup size LSC Chart to control the LC Central trend, LIC LSC Graph to control dispersion LC LIC Finally, identify which of the following graphs are those of the problem: Grfica I-MR de Produccin 400 150 900 L-25 These graphs are built with the data provided, and their limits are well calculated, they also respond to the correct solution to the objective indicated in the statement These graphs are built with the data provided, and their limits are well calculated, but they are not the correct solution to the objective indicated in the statement 13 15 T7 19 21 TI C LCS-6204 M LA - 15 19 23 TI 13 Com Grfica Xbarra-R de Produccin LCS-323 30 X320 adalam 32 These graphs are built with the data provided, and their limits are well calculated, they also respond to the correct solution to the objective indicated in the statement These graphs are built with the data provided, and their limits are well calculated, but they are not the correct solution to the objective indicated in the statement LC52 Ragode LCIO Munta Grfica Xbarra-S de Produccin LCS 350 x34089 Meddelam These graphs are built with the data provided, and their limits are well calculated, they also respond to the correct solution to the objective indicated in the statement These graphs are built with the data provided, and their limits are well calculated, but they are not the correct solution to the objective indicated in the statement JLCB3209 Mum LCS-2000 Opg 5-24, LCI Munt