Question 7 of 15, Step 1 of 1 At a state fair, one game involves guessing the number of candies in a plastic jar. The following data represents the guesses that people made during one hour at the state fair. Complete the frequency table for this data. \[ 1138,1147,1278,1142,1286,1328,1327,1384,1258,1177,1361,1121,1411,1215,1328,1349 \] Determine the frequency of each class in the table shown.

We are given 16 guesses:   1138, 1147, 1278, 1142, 1286, 1328, 1327, 1384, 1258, 1177, 1361, 1121, 1411, 1215, 1328, 1349 A common way to group these numbers (since they range from 1121 to 1411) is to use intervals of 100 (i.e. 1100–1199, 1200–1299, 1300–1399, 1400–1499). We’ll count how many numbers fall into each interval. Step 1. Count each interval: 1. Class 1100–1199:   List the values in this range:    • 1138    • 1147    • 1142    • 1177    • 1121   Frequency = 5 2. Class 1200–1299:   List the values:    • 1278    • 1286    • 1258    • 1215   Frequency = 4 3. Class 1300–1399:   List the values:    • 1328    • 1327    • 1384    • 1361    • 1328 (Note: 1328 appears twice)    • 1349   Frequency = 6 4. Class 1400–1499:   List the values:    • 1411   Frequency = 1 Step 2. Check Totals:   5 + 4 + 6 + 1 = 16 (which matches the number of guesses) Step 3. Complete Frequency Table:   Class Interval   Frequency   1100 – 1199     5   1200 – 1299     4   1300 – 1399     6   1400 – 1499     1 This is your completed frequency table.