To examine the potential effects on the transmission of dengue, Bian et al. (2010) infected mosquitoes from both the WB1 (labora
tory created) strain and the original wild strain with dengue. Fourteen days later, the mosquitoes were allowed to feed on an artificial food solution for 90 minute. Viral titers in the food solution were then measured in plague feeding units per ml. The results are given below. Mosquitoes were tested in groups, and so each data value is an average for the group, measured in plaque feeding units per ml. The data have already been log-transformed using log(Y+1), to better visualize the differences. WB1: n1 = 8 R1 = 70.5
Wild: n2 = 8 R2 = 16
H0: the distribution of viral titers is the same between the two strains
HA: the distribution of viral titers is not equal
The data has been ranked from smallest to largest andthe rank sum (R1, R2) for each data set are listed above. Carry out a Mann-Whitney U-test on the WB1 data and solve for U1. Answer to one decimal place.
So 0.5 ft per day is the same as 0.5 ft per 24 hours. This equals 0.5/24 ft an hour. 0.5 ft /24=0,02083 ft. Simple conversion yields 0.02083*12=0.25. So the vine can grow by .25 inches per hour.
