Question: Table 1 summarized the weight, volume and maximum axial loads of 20 cans of soft drink random samples. Axial loads are the load applied

Table 1 summarized the weight, volume and maximum axial loads of 20 cans of soft drink random samples. Axial loads are the load applied when the cans are compressed before exploding. Axial load (N) 1201 1214 1148 907 1130 1014 1254 1237 894 1174 1179 992 1219 1023 1112 1223 1250 1205 1170 1232 Weight (g) 372 370 370 372 371 374 366 369 371 368 374 375 358 374 366 366 365 371 370 372 Volume (ml) 364 358 361 364 361 364 355 358 361 358 364 364 349 364 358 358 355 361 361 361 QUESTION 2 A can of soft drink should have a weight of 365 g. If the weight is less than that, it is considered as not fit to be sold. Based on Table 1, use a 0.05 significance level to test the claim that less than 3% of the soft drinks is not fit to be sold. Based on the results, could we say that soft drinks production line is performing well?

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