The density function p (t) for the length of the larval stage, in days, for a breed of insect is given in the figure below. fraction of insects per day of larval stage 0.15 0.12 0.09 0.06 0.03 t (days) 4 8 12 16 20 What fraction of these insects are in the larval stage for between 12 and 14 days? For less than 10 days? For more than 12 days? Round your answers to the nearest integer. Between 12 and 14 days = %U.03 t (days) 4 8 12 16 20 What fraction of these insects are in the larval stage for between 12 and 14 days? For less than 10 days? For more than 12 days? Round your answers to the nearest integer. Between 12 and 14 days = i % Less than 10 days = % More than 12 days = i % In which one-day interval is the length of a larval stage most likely to fall? The length of a larval stage is most likely between and days.Calculate the value of c if p(x) is a density function. p(x) 40 C Enter the exact answer. C =