Scenario 6.3: Lung cancer is a disease which consists of uncontrolled growth in tissues of the lung. A pathologist conducts a study to measure the size of tumours growing in the lungs for a sample of 100 participants. The lung biopsy revealed that the mean tumour size of these participants was 2.45 cm. The pathologist wishes to compare these results with the national mean of 2.78 cm (s = 0.42 cm). Where the signicance level is needed use a=0.01. Calculate the 99% Cl for scenario 6.3 in the form of (LB,UB). Give the lower bound LB and the upper bound UB of this interval in the following two questions below using 2 decimal points. Question 44 1 pts LB= Question 45 1 pts UB=Question 46 2 pts Conclusion for scenario 6.3: Based on the condence interval method we see that the 99% Cl (captures|does not capture|includes|d0es not include|___ } then null the value so we (fail to reject| reject | accept | approve ) hypothesis and conclude that there {is|are|is not|is no|are no|exist|exist no|exist not) signicant difference between the sample and population mean for lung cancer. Please include no spaces or other symbols before or after your answers