A researcher randomly surveyed 1,477 farmers to determine the geographical region in which they farm and the types of crops that grow there. The two-way table displays the data. A 6-column table with 4 rows titled geographical region. Column 1 has entries vegetables, trees, citrus, total. Column 2 is labeled northeast with entries 93, 115, 20, 228. Column 3 is labeled southeast with entries 211, 27, 209, 447. Column 4 is labeled midwest with entries 251, 16, 98, 365. Column 5 is labeled west with entries 168, 53, 216, 437. Column 6 is labeled total with entries 723, 211, 543, 1,477. Suppose a farmer from this survey is chosen at random. Let m = farmer lives in the midwest and v = farmer grows vegetables. What is the value of p(v|m)?.