1. During the past two homework assignments, we used the Tibbetts dataset to estimate the probability that Polistes dominula wasps will make the "correct" choice when presented with a novel pair of colors in transitive inference trials. We also tested the null hypothesis that the wasps selected colors with equal probability. If this null hypothesis is true, then any patterns that we see in the data would be a result of sampling error, not the wasps' mental acuity. In this question, we study whether a same model used to describe the AE data will be adequate to describe the distribution of the BD data. Let the proportion of selecting the correct color in the BD trials be p=0.6652 , which is found by taking the average of the Prop_correct column in the BD data. [1 point] Write an expression of the form x ~ Distribution (parameters l to describe our fitted model with p=0.665 , and briey explain what the data ( x ) and each parameter in your statement represents. [3 points] Use the following steps to find the expected proportion, expected frequency, and observed frequency for each potential number of correct choices in the BD data. Enter your values in the table on the next page. Round to 3 decimal places. i) Count by hand or use factor(waspBD$Correct, levels = 0:10} %>% ta ble() to find the observed frequency of each outcome, where waspBD